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Bibliothèque mathématique personnelle
Cyril Banderier
28 octobre 2013
Références
[1] F. Casiro A. Deledicq. Apprivoiser l’infini. ACL - Les Editions du Kangourou, 2 juillet 2002, 2nd
edition.
[2] V. Ponaru A. Fathi, F. Laudenbach. Travaux de Thurston sur les surfaces. Société Mathématique
de France, Paris, 1991. Séminaire Orsay, Reprint of ıt Travaux de Thurston sur les surfaces, Soc.
Math. France, Paris, 1979 [ MR0568308 (82m :57003)], Astérisque No. 66-67 (1991).
[3] Stephen Abbott. Understanding analysis. Undergraduate Texts in Mathematics. Springer-Verlag,
New York, 2001.
[4] Milton (ed.) Abramowitz and Irene A.(ed.) Stegun. Handbook of mathematical functions with formulas, graphs, and mathematical tables. Reprint of the 1972 ed. Dover. National Bureau of Standards.
XIV, 1046 p., 1984.
[5] A.A. Abrikosov, L.P. Gor’kov, and I.Y. Dzyaloshinskij. Quantum field theoretical methods in statistical physics. Dover. xv, 352 p., 1975. Reprint (with corrections) of the 1963 edition, Prentice-Hall
Press.
[6] Adam and Tannery. Œuvres de Descartes. Vrin, 1966.
[7] Adda, Josette and Faivre, W. Éléments de logique. APMEP brochure no 5, 1971.
[8] Martin Aigner. Combinatorial theory. Repr. of the 1979 ed. Classics in Mathematics. Springer. x,
484 p., 1997.
[9] Martin Aigner and Günter M. Ziegler. Proofs from THE BOOK. 3rd ed. Springer. 239 p., 2004.
[10] Selim G. Akl. Parallel computations. Prentice Hall Inc., Englewood Cliffs, NJ, 1997.
[11] David Aldous and Robin Pemantle, editors. Random discrete structures, volume 76 of The IMA
Volumes in Mathematics and its Applications. Springer-Verlag, New York, 1996. Papers from the
workshop held in Minneapolis, Minnesota, November 15–19, 1993.
[12] David Aldous and James Propp, editors. Microsurveys in discrete probability. DIMACS Series
in Discrete Mathematics and Theoretical Computer Science, 41. American Mathematical Society,
Providence, RI, 1998. Papers from the workshop held as part of the Dimacs Special Year on Discrete
Probability in Princeton, NJ, June 2–6, 1997.
[13] Herbert Alexander and John Wermer. Several complex variables and Banach algebras, volume 35 of
Graduate Texts in Mathematics. Springer-Verlag, New York, third edition, 1998.
[14] Jean-Paul Allouche and Jeffrey Shallit. Automatic sequences. Cambridge University Press, Cambridge, 2003. Theory, applications, generalizations.
[15] Noga Alon and Joel H. Spencer. The probabilistic method. With an appendix on the life and work
of Paul Erdős. Wiley. xvi, 301 p., 2000. 2nd ed. 1 ed. in 1992.
1
[16] Anatoly Vaı̈ser and Laurent Vérat and Eric Birmingham.
Kasparov-Karpov 1990. TopÉchecs, 1991.
Championnat du Monde d’Échecs
[17] Titu Andreescu, Dorin Andrica, and Zuming Feng. 104 number theory problems. Birkhäuser Boston
Inc., Boston, MA, 2007. From the training of the USA IMO team.
[18] George E. Andrews. q-series : their development and application in analysis, number theory, combinatorics, physics, and computer algebra. AMS. xii+130p., 1986.
[19] George E. Andrews. Number theory. Dover. x+259 p., 1994. Reprint of the 1971 W. B. Saunders
edition.
[20] George E. Andrews. The theory of partitions. Cambridge Mathematical Library. Cambridge University Press. xvi, 255 p., 1998.
[21] George E. Andrews, Richard Askey, and Ranjan Roy. Special functions. Paperback ed. Encyclopedia
of Mathematics and Its Applications 71. Cambridge University Press. xvi, 664 p., 2000.
[22] George E. Andrews and Bruce C. Berndt. Ramanujan’s lost notebook. Part I. Springer, New York,
2005.
[23] George E. Andrews and Bruce C. Berndt. Ramanujan’s lost notebook. Part II. Springer, New York,
2009.
[24] George E. Andrews and Bruce C. Berndt. Ramanujan’s lost notebook. Part III. Springer, New York,
2012.
[25] George E. Andrews and Kimmo Eriksson. Integer partitions. Cambridge University Press, Cambridge, 2004.
[26] APMEP. Mots I. APMEP brochure no 8, 1974.
[27] APMEP. Fragments d’histoire des mathématiques I. APMEP brochure no 41, 1981.
[28] APMEP. Présence d’Evariste Galois. APMEP brochure no 48, 1982.
[29] APMEP. Fragments d’histoire des mathématiques II. APMEP brochure no 65, 1987.
[30] APMEP. Jeux III. APMEP brochure no 78, 1990.
[31] APMEP. EVAPM 6/5. APMEP brochure no 84, 1991.
[32] APMEP. Fragments d’histoire des mathématiques III. APMEP brochure no 83, 1991.
[33] APMEP. Fragments d’histoire des mathématiques IV. APMEP brochure no 86, 1992.
[34] APMEP. EVAPM 4/3. APMEP brochure no 89, 1993.
[35] APMEP and Aymes, Jean. Ces problèmes qui font les mathématiques. APMEP brochure no 70,
1988.
[36] Paul Appell. Henri Poincaré. Plon. 121 p., 1925.
[37] Richard Arcand. Les figures de style. Les Éditions de l’homme, 2004.
[38] Arnaudiès, J.M and Delezoide, P., Fraysse H. Exercices résolus d’analyse du cours de mathématiques2. Dunod, 1994.
[39] Arnaudiès, J.M and Delezoide, P., Fraysse H. Exercices résolus d’algèbre du cours de mathématiques1. Dunod, 1995.
[40] Arnaudiès, J.M and Fraysse, H. Cours de mathématiques 4t.+2c. Dunod, 19 ? ?
[41] Arnauld, A. and Nicole, P. La logique ou l’art de penser. Vrin, 1981.
[42] Jórg Arndt and Christoph Haenel. Pi-unleashed. Transl. from the German by Catriona and David
Lischka. Incl. 1 CD-ROM. Springer. xii, 276 p., 2001.
2
[43] Arneodo, Alain and Argoul, Françoise and Bacry, Emmanuel and Elezgaray, Juan and Muzy, JeanFrançois. Ondelettes, multifractales et turbulences. Diderot Éditeur, 1995.
[44] Vladimir I. Arnold. Arnold’s problems. Springer-Verlag, Berlin, 2004. Translated and revised edition
of the 2000 Russian original, With a preface by V. Philippov, A. Yakivchik and M. Peters.
[45] Bachelard G. La formation de l’esprit scientifique. Vrin, 1977.
[46] Badinter, E. and Badinter, R. Condorcet. Livre de Poche, 1988.
[47] Joseph Bak and Donald J. Newman. Complex analysis. Undergraduate Texts in Mathematics. Springer-Verlag, New York, second edition, 1997. First edition [Springer, New York, 1982 ;
MR0671250 (84b :30001)].
[48] V. K. Bakakrishnan. Pearls in Graph Theory : A Comprehensive Introduction. Dover, 1996. Corrected republication of 1991 Prentice Hall first edition.
[49] A.(ed.) Baker, Béla (ed.) Bollobás, and András (ed.) Hajnal. A tribute to Paul Erdős. Cambridge
University Press. xv, 478 p., 1990.
[50] Balakrishnan, V.K. Combinatorics (including concepts of Graph Theory). McGRaw-Hill, 1995.
[51] Jørgen Bang-Jensen and Gregory Gutin. Digraphs. Springer Monographs in Mathematics. SpringerVerlag London Ltd., London, 2001. Theory, algorithms and applications.
[52] Baruk, S. Échecs et Maths. Seuil, 1973.
[53] Baruk, S. Fabrice ou l’Ecole des mathématiques. Seuil, 1977.
[54] Baruk, S. Dictionnaire de mathématiques élémentaires. Seuil, 1992.
[55] Baruk, S. L’âge du capitaine. Seuil, 1992.
[56] Baruk, S. C’est à dire. Seuil, 1993.
[57] Petr Beckmann. A history of π. St Martin’s Press, 1974 (2nd ed : Golem Press, 1971).
[58] Bruno Belhoste. Cauchy, 1789-1857. Un mathématicien légitimiste au XIX e siècle. Préface de Jean
Dhombres. Un Savant, une Époque. Belin. 224 p., 1985.
[59] Beljah Soulami, Tarik. Les olympiades de mathématiques. Ellipses, 1999.
[60] Carl M. Bender and Steven A. Orszag. Advanced mathematical methods for scientists and engineers.
I. Springer-Verlag, New York, 1999. Asymptotic methods and perturbation theory, Reprint of the
1978 original.
[61] Berg and van Kreveld and Overmars and Schwarzkopf. Computational geometry. Springer, 1997.
[62] Claude Berge. The Theory of graphs. Dover, 1996. First French edition : Dunod, 1958.
[63] Claude Berge. Topological spaces. Dover, 1997. First French edition : Dunod, 1962.
[64] Elwyn Berlekamp. The dots-and boxes game : sophisticated child’s play. A. K. Peters. xii, 131 p.,
2000.
[65] Elwyn Berlekamp and David Wolfe. Mathematical Go : chilling gets the last point. A. K. Peters.
xx, 234 p., 1994.
[66] Elwyn R. Berlekamp, John H. Conway, and Richard K. Guy. Winning ways for your mathematical
plays. Vol. 1. 2nd ed. A. K. Peters. xvii, 276 p., 2001.
[67] Elwyn R. Berlekamp, John H. Conway, and Richard K. Guy. Winning ways for your mathematical
plays. Vol. 2. 2nd ed. A. K. Peters. xvii, 277-473, 2003.
[68] Elwyn R. Berlekamp, John H. Conway, and Richard K. Guy. Winning ways for your mathematical
plays. Vol. 3. 2nd ed. A. K. Peters. xxi, 801 p., 2003.
[69] Elwyn R. Berlekamp, John H. Conway, and Richard K. Guy. Winning ways for your mathematical
plays. Vol. 4. A K Peters Ltd., Wellesley, MA, second edition, 2004.
3
[70] Nicole Berline and Claude Sabbah, editors. La fonction zêta. Éditions de l’École Polytechnique,
Palaiseau, 2003.
[71] Nicole Berline and Claude Sabbah, editors. Graphes. Éditions de l’École Polytechnique, Palaiseau,
2004. Lectures from the Mathematical Days X-UPS held at the École Polytechnique, Palaiseau,
May 17–18, 2004.
[72] Berlioux, P. and Bizard, Ph. Algorithmiqe. Construction, preuve et valuation des programmes.
Masson, 1993.
[73] Pierre (ed.) Bernard. Lectures on probability theory and statistics. École d’été de probabilités de
Saint-Flour XXVI–1996. Lectures given at the Saint-Flour summer school of probability theory,
August 19–September 4, 1996. Lecture Notes in Mathematics. 1665. Springer. x, 424 p., 1997.
[74] Pierre (ed.) Bernard. Lectures on probability theory and statistics. Ecole d’eté de probabilités de
Saint-Flour XXX – 2000. Lecture Notes in Mathematics. 1816. Springer. viii, 291 p., 2003.
[75] Bruce C. Berndt. Ramanujan’s notebooks. Part I. Springer. X, 357 p., 1985.
[76] Bruce C. Berndt. Ramanujan’s notebooks. Part II. Springer. xi, 359 p., 1989.
[77] Bruce C. Berndt. Ramanujan’s notebooks. Part III. Springer. 510 p., 1991.
[78] Bruce C. Berndt. Ramanujan’s notebooks. Part IV. Springer. xii, 451 p., 1994.
[79] Bruce C. Berndt. Ramanujan’s notebooks. Part V. Springer. xiii, 624 p., 1998.
[80] Bruce C. Berndt. Number theory in the spirit of Ramanujan, volume 34 of Student Mathematical
Library. American Mathematical Society, Providence, RI, 2006.
[81] Bruce C. Berndt and Robert A. Rankin. Ramanujan : essays and surveys, volume 22 of History of
Mathematics. American Mathematical Society, Providence, RI, 2001.
[82] Bruce C.(ed.) Berndt and Ken (ed.) Ono. q-series with applications to combinatorics, number
theory, and physics. Proceedings of a conference, University of Illinois, Urbana-Champaign, IL, USA,
October 26–28, 2000. Contemporary Mathematics. 291. American Mathematical Society (AMS).
viii, 277 p., 2001.
[83] W. Bibel and Ph. Jorrand, editors. Fundamentals of artificial intelligence, volume 232 of Lecture
Notes in Computer Science. Springer-Verlag, Berlin, 1986. An advanced course.
[84] David Blackwell and M.A. Girshick. Theory of games and statistical decisions. Dover. xi+355 p.,
1979.
[85] Norman Bleistein and Richard A. Handelsman. Asymptotic expansions of integrals. Mineola, NY :
Dover. xiii+425 p., 1986. Reprint of the 1975 edition, Rinehart and Winston.
[86] Lenore Blum, Felipe Cucker, Michael Shub, and Steve Smale. Complexity and real computation.
Springer-Verlag, New York, 1998. With a foreword by Richard M. Karp.
[87] Béla Bollobás. Combinatorics. Cambridge University Press, Cambridge, 1986. Set systems, hypergraphs, families of vectors and combinatorial probability.
[88] Béla Bollobás. Modern graph theory. Graduate Texts in Mathematics. 184. Springer. xiii, 394 p.,
1998.
[89] Béla Bollobás. Modern graph theory, volume 184 of Graduate Texts in Mathematics. Springer-Verlag,
New York, 1998.
[90] Béla Bollobás. Linear analysis. An introductory course. 2nd ed. Cambridge University Press. xi,
240 p., 1999.
[91] Béla Bollobás. Random graphs. 2nd ed. Cambridge Studies in Advanced Mathematics. 73. Cambridge University Press. xviii+498 p., 2001.
4
[92] Béla (ed.) Bollobás. Littlewood’s miscellany. (Revised ed.). Cambridge University Press. VII, 200
p., 1986.
[93] Béla (ed.) Bollobás. Probabilistic combinatorics and its applications. Lecture notes prepared for the
American Mathematical Society short course, held in San Francisco, CA, USA, January 14-15, 1991.
Proceedings of Symposia in Applied Mathematics, 44 ; American Mathematical Society (AMS). xv,
196 p., 1991.
[94] Béla (ed.) Bollobás. Contemporary combinatorics. Collection of survey papers in combinatorics
based on lectures given in the workshop on probabilistic combinatorics at the Paul Erdős Summer
Research Center in Mathematics, Budapest, Hungary. Bolyai Society Mathematical Studies. 10.
Springer. Budapest : János Bolyai Mathematical Society, 301 p., 2002.
[95] Béla (ed.) Bollobás and Andrew (ed.) Thomason. Combinatorics, geometry and probability. A tribute
to Paul Erdős. Proceedings of the conference dedicated to Paul Erdős on the occasion of his 80th
birthday, Cambridge, UK, 26 March 1993. Cambridge University Press. xxi, 562 p., 1997.
[96] Erwin Bolthausen, Edwin Perkins, Aad van der Vaart, and Pierre (ed.) Bernard. Lectures on
probability theory and statistics. Ecole d’eté de probabilités de Saint-Flour XXIX - 1999, SaintFlour, France, July 8–24, 1999. Lecture Notes in Mathematics. 1781. Springer. viii, 466 p., 2002.
[97] Vladimir Boltyanskij and Alexander Soifer. Geometric etudes in combinatorial mathematics. With
over 300 illustrations, index, and introductions by Paul Erdős, Branko Grünbaum and Cicil Rousseau. Colorado Springs : Center for Excellence in Mathematical Education. xii+236 p., 1991.
[98] Miklós Bóna. Combinatorics of permutations. Discrete Mathematics and its Applications (Boca
Raton). Chapman & Hall/CRC, Boca Raton, FL, 2004. With a foreword by Richard Stanley.
[99] Miklós Bóna. A walk through combinatorics. World Scientific Publishing Co. Pte. Ltd., Hackensack,
NJ, second edition, 2006. An introduction to enumeration and graph theory, With a foreword by
Richard Stanley.
[100] Miklós Bóna. Introduction to enumerative combinatorics. Walter Rudin Student Series in Advanced
Mathematics. McGraw Hill Higher Education, Boston, MA, 2007. With a foreword by Richard
Stanley.
[101] Borel, E. Les nombres premiers. PUF Que sais-je ? 571, 1958. 2e éd., 1e éd. : 1953.
[102] Karl Heinz Borgwardt. The simplex method. A probabilistic analysis. Algorithms and Combinatorics,
1. Springer. XI, 268 p., 1987.
[103] Botting, D. Humboldt, un savant démocrate. Belin, 1988.
[104] Boudine, Jean-Pierre and Lo Jacomo, François and Cuculière, Roger. Olympiades Internationales
de Mathématiques 88-97. Éditions du Choix, 1998.
[105] Bourbaki. Espaces vectoriels topologiques- résultats. Hermann, 1955.
[106] Bourbaki. Algèbre 1. Hermann, 1958.
[107] Bourbaki. Algèbre 3. Hermann, 1958.
[108] Bourbaki. Algèbre 8. Hermann, 1958.
[109] Bourbaki. Algèbre 4 à 5. Hermann, 1959.
[110] Bourbaki. Intégration 6. Hermann, 1960.
[111] Bourbaki. Algèbre 2. Hermann, 1962.
[112] Bourbaki. Intégration 7 à 8. Hermann, 1963.
[113] Bourbaki. Algèbre 5 à 6. Hermann, 1964.
[114] Bourbaki. Topologie générale 3-résultats. Hermann, 1964.
5
[115] Bourbaki. Algèbre 7. Hermann, 1965.
[116] Bourbaki. Intégration 1 à 4. Hermann, 1965.
[117] Bourbaki. Intégration 5. Hermann, 1967.
[118] Bourbaki. Théorie spectrale 1 à 2. Hermann, 1967.
[119] Bourbaki. Intégration 9. Hermann, 1969.
[120] Bourbaki. Théorie des ensembles 1 à 4 et résultats. CCLS, 1970.
[121] Bourbaki. Groupes et algèbre de Lie 1. CCLS, 1971.
[122] Bourbaki. Topologie générale 1 à 4. CCLS, 1971.
[123] Bourbaki. Variétés différentielles et analytiques 1 à 7. Hermann, 1971.
[124] Bourbaki. Variétés différentielles et analytiques 8 à 15. Hermann, 1971.
[125] Bourbaki. Groupes et algèbre de Lie 2 à 3. CCLS, 1972.
[126] Bourbaki. Topologie générale 5 à 10. CCLS, 1974.
[127] Bourbaki. Groupes et algèbre de Lie 7 à 8. CCLS, 1975.
[128] Bourbaki. Fonctions d’une variable réelle 1 à 7. Masson, 1976.
[129] Bourbaki. Espaces vectoriels topologiques 1 à 5. Masson, 1981.
[130] Bourbaki. Groupes et algèbre de Lie 4 à 6. CCLS, 1981.
[131] Bourbaki. Algèbre commutative 8 à 9. Masson, 1983.
[132] Bourbaki. Algèbre commutative 1 à 4. Masson, 1985.
[133] Bourbaki. Algèbre commutative 5 à 7. Masson, 1985.
[134] N. Bourbaki. Elements of mathematics. Topological vector spaces. Chapters 1–5. Transl. from the
French by H. G. Eggleston and S. Madan. Softcover printing of the 1st English edition of 1987.
Springer. vii+366 p., 2003.
[135] Nicolas Bourbaki. Elements of mathematics. Lie groups and Lie algebras. Chapters 4–6. Transl.
from the French by Andrew Pressley. Springer. xi, 300 p., 2002.
[136] Nicolas Bourbaki. Elements of mathematics. Algebra II. Chapters 4-7. Transl. from the French by
P. M. Cohn and J. Howie. Reprint of the 1990 English translation. Springer. vii+461 p., 2003.
[137] Nicolas Bourbaki. Elements of mathematics. Functions of a real variable. Elementary theory. Transl.
from the French. Springer. xiv, 338 p., 2004.
[138] Nicolas Bourbaki. Elements of mathematics. Integration I : Chapters 1–6. Transl. from the French
by Sterling K. Berberian. Springer. xv, 472 p., 2004.
[139] Paul Bourgade. Olympiades internationales de mathématiques 1976-2005. Cassini, 2005.
[140] Bouteloup, J. L’algèbre linéaire. PUF Que sais-je ? 1251, 1980. 3e éd.
[141] Bouteloup, J. Carrés magiques, latin et eulériens. Éditions du Choix, 1991.
[142] Bouteloup, J. Les jeux de Nim. ADCS, 1996.
[143] Alain Bouvier, Michel George, and François Le Lionnais. Dictionnaire des mathématiques. Presses
Univ. de France. xii+955 p., 1993. 4ème éd., mise à jour et augm.
[144] Bouvier, A. La mystification mathématique. Hermann, 1992.
[145] Robert S. Boyer and J. Strother Moore. A computational logic. Academic Press [Harcourt Brace
Jovanovich Publishers], New York, 1979. ACM Monograph Series.
[146] Brassard, G. Cryptologie contemporaine. Masson, 1992.
6
[147] Frédéric Braunberger. Le Sacrifice du pion. Editions de Vecchi, 1987.
[148] Breuer. Atlas de la physique. Poche, 1997.
[149] L. Breuer and D. Baum. An introduction to queueing theory and matrix-analytic methods. Springer,
Dordrecht, 2005.
[150] Claude Brezinski. Algorithmes d’accélération de la convergence. Éditions Technip, Paris, 1978.
Étude numérique, Collection Langages et Algorithmes de l’Informatique.
[151] Claude Brezinski. A bibliography on continued fractions, Padé approximation, sequence transformation and related subjects, volume 3 of Ciencias [Sciences]. Prensas Universitarias de Zaragoza,
Zaragoza, 1991.
[152] Henri Broch. Gourous, sorciers et savants. Odile Jacob, 2006.
[153] Cameron Browne. Hex strategy : making the right connections. A. K. Peters. xiv, 363 p., 2000.
[154] Bruce, Colin. Élémentaire, mon cher Watson ! Flammarion, 2002. Translated from “Conned again,
Watson !”, Perseus, 2000.
[155] Jan Hendrik Bruinier, Gerard van der Geer, Günter Harder, and Don Zagier. The 1-2-3 of modular
forms. Universitext. Springer-Verlag, Berlin, 2008. Lectures from the Summer School on Modular
Forms and their Applications held in Nordfjordeid, June 2004, Edited by Kristian Ranestad.
[156] Bruneau, A. Initiation et curiosités mathématiques. Nathan, 1939.
[157] Johannes Buchmann. Introduction to cryptography. Undergraduate Texts in Mathematics. SpringerVerlag, New York, second edition, 2004.
[158] Edward B. Burger and Robert Tubbs. Making transcendence transparent. Springer-Verlag, New
York, 2004. An intuitive approach to classical transcendental number theory.
[159] Burke Hubbard B. Ondes et ondelettes. La saga d’un outil mathématique. Belin, 1995.
[160] Busser, Élisabeth. Énigmes mathḿatiques de Lewis Carroll. Pole, 1999.
[161] Bernard Cafferty. Les 100 meilleures parties de Spassky. Payot, 1996. Spassky’s 100 best games,
1972.
[162] Camous, H. Jouer avec les maths. Les Éditions d’Organisation, 1985.
[163] Camous, H. Tests et jeux d’intelligence. Les Éditions d’Organisation, 1994.
[164] V.(ed.) Capasso, O.(ed.) Diekmann, R. Durrett, K.P. Hadeler, P. Maini, and H.L. Smith. Mathematics inspired by biology. Lectures given at the 1st session of the Centro Internazionale Matematico
Estivo (C. I. M. E.) held in Martina Franca, Italy, June 13–20, 1997. Lecture Notes in Mathematics.
1714. Springer. vii, 268 p., 1999.
[165] Carrega. Théorie des corps La règle et le compas. Hermann, 1989 (1981).
[166] Cartan. Théorie élémentaire des fonctions analytiques. Hermann, 1995 (1960).
[167] Cartan. Cours de calcul différentiel. Hermann, 1997 (2 :1977, 1967).
[168] Henri Cartan. Elementary theory of analytic functions of one or several complex variables. Dover.
228 p., 1995. Reprint of the 1973 Addison-Wesley reprint of the 1963 ADIWES english version,
translated from the French by John Standring and H. B. Shutrick.
[169] Carton. Mines/Ponts 90/91. Ellipses, 1992.
[170] Casanova, G. L’algèbre vectorielle. PUF Que sais-je ? 1657, 1976. 1e éd.
[171] Casanova, G. Les séries mathématiques. PUF Que sais-je ? 1567, 1981. 2e éd.
[172] Cavaillès, J. Philosophie mathématique. Hermann, 1984.
[173] Chambadal, L. Dictionnaire de Mathématiques. Hachette, 1981.
7
[174] Char, Bruce W. and Geddes, Keith O. and Gonnet, Gaston H. and Leong, Benton L. and Monagan,
Michael B. and Watt, Stephen M. Maple V user manual. Springer, 1991.
[175] Charpentier, Éric and al. Leçons de mathématiques d’aujourd’hui. Cassini, 2000.
[176] Charpentier, Éric and al. Leçons de mathématiques d’aujourd’hui. Volume 2. Cassini, 2003.
[177] Brigitte (ed.) Chauvin, Philippe (ed.) Flajolet, Danièle (ed.) Gardy, and Abdelkader (ed.) Mokkadem. Mathematics and computer science II. Algorithms, trees, combinatorics and probabilities.
Proceedings of the 2nd colloquium, Versailles-St. -Quentin, France, September 16–19, 2002. Trends
in Mathematics. Birkhäuser. xiii, 557 p., 2002.
[178] Mikhal Cherechevski. La stratégie dans les finales. Grasset & Europe Échecs, 1993 (1985).
[179] Chomsky, Noam. Fateful Triangle. South End Press, 1999 (1983).
[180] Chomsky, Noam. Understanding Power. The New Press, 2002.
[181] Chomsky, Noam. Manufacturing content. Pantheon, 2002 (1988).
[182] Chouchan, M. Nicolas Bourbaki Faits et légendes. Éditions du Choix, 1995.
[183] David Chudnovsky, Gregory Chudnovsky, and Melvyn Nathanson, editors. Number theory. SpringerVerlag, New York, 2004. New York Seminar 2003, Papers from the seminar (NYNTS) held at the
City University of New York, New York, 2003.
[184] Fan Chung and Ron Graham. Erdős on graphs. His legacy of unsolved problems. Wellesley, MA :
A. K. Peters. xiii, 142 p., 1999.
[185] Clairaut, A.C. Eléments de géomètrie. Gauthier-Villars, 1920.
[186] Cleyet-Michaud, M. Le nombre d’or. PUF Que sais-je ? 1530, 1993. 8e éd.
[187] CNAM. Conférences d’actualités scientifiques et industrielles : année 1929. Hermann, 1930.
[188] Earl A. Coddington. An introduction to ordinary differential equations. Dover, 1989. First published
by Prentice-Hall in 1961.
[189] Arjeh M. Cohen, Hans Cuypers, and Hans Sterk, editors. Some tapas of computer algebra, volume 4
of Algorithms and Computation in Mathematics. Springer-Verlag, Berlin, 1999.
[190] Henri Cohen. Advanced topics in computational number theory. Graduate Texts in Mathematics.
193. Springer. xv, 578 p., 2000.
[191] Harvey Cohn. Advanced number theory. Dover Publications Inc., New York, 1980. Reprint of A
second course in number theory, 1962, Dover Books on Advanced Mathematics.
[192] Collectif. Encyclopédies des ouvertures, tome 2. Šahovski Informator, 1981.
[193] collectif. Les mathmaticiens. De l’antiquité au XXIe siècle. Belin, Pour la Science, 2007 (nouvelle
édition 2010).
[194] collectif. Maths Nature Express. CIJM, 2008.
[195] collectif. Mathématiques astronomie Express. CIJM, 2009.
[196] collectif. Maths venir Express. CIJM, 2010.
[197] Louis Comtet. Analyse combinatoire. Tome 1. (Combinatorial analysis Vol 1). Presses Universitaires
de France. 192 p., 1970.
[198] Louis Comtet. Analyse combinatoire. Tome 2. (Combinatorial analysis. Vol. 2). Presses Universitaires de France. 190 p., 1970.
[199] Louis Comtet. Advanced combinatorics. The art of finite and infinite expansions. Translated from
the French by J. W. Nienhuys. Rev. and enlarged ed. D. Reidel. x+343 p., 1974.
[200] Condé, S. Fractalis. La Différence, 1993.
8
[201] Connes. Triangle de pensées. Odile Jacob, 2000.
[202] Connes, A. Noncommutative geometry. Academic Press, 1994.
[203] J.H. Conway. On numbers and games. 2nd ed. A. K. Peters. xi, 242 p., 2001.
[204] Conway and Guy, R.K. The book of numbers. Springer, 1996.
[205] Robert Cori, Jacques Mazoyer, Michel Morvan, and Rémy (eds.) Mosseri. Discrete models : combinatorics, computation, and geometry. Proceedings of the 1st international conference (DM-CCG),
Paris, France, July 2–5, 2001. Discrete Mathematics & Theoretical Computer Science. Proceedings.
AA. Paris : Maison de l’Informatique et des Mathématiques Discrètes (MIMD), 339 p. (electronic),
2001.
[206] Cori, R. and Lascar, D. Logique mathématique 2t. Masson, 1993.
[207] Couchoud, S. Mathématiques égyptiennes. Éditions le Léopard d’Or, 1993.
[208] Cox and Little and O’Shea. Ideals, varieties and algorithms. Springer, 1997.
[209] Cox, D.A. Primes of the form x2 + n.y 2 . Wiley, 1989.
[210] H.S.M. Coxeter. The beauty of geometry. Dover, 1999. First published as Twelve Geometric Essays,
1968.
[211] H.(ed.) Crapo and D.(ed.) Senato. Algebraic combinatorics and computer science. A tribute to
Gian-Carlo Rota. Springer. x, 546 p., 2001.
[212] Criton, Michel. Les jeux mathématiques. PUF Que sais-je ? 3220, 1997. 1e éd.
[213] Hallard T. Croft, Kenneth J. Falconer, and Richard K. Guy. Unsolved problems in geometry. 2.
Springer. xv, 198 p., 1991.
[214] Annie Cuyt, Vigdis Brevik Petersen, Brigitte Verdonk, Haakon Waadeland, and William B. Jones.
Handbook of continued fractions for special functions. Springer, New York, 2008. With contributions
by Franky Backeljauw and Catherine Bonan-Hamada, Verified numerical output by Stefan Becuwe
and Cuyt.
[215] Dahan-Dalmedico, Amy. Chaos et déterminisme. Seuil, 1992.
[216] Dahan-Dalmedico, Amy. Mathématisation, A.L. Cauchy et l’école française. Éditions du Choix,
1992.
[217] Darche, Michel and Torrent, Raymond. Maths en pièces. Adecum, 1996.
[218] Daumas, M. Arago, la jeunesse de la science. Belin, 1987.
[219] M.D. Davis. Game theory. A nontechnical introduction. Dover, xix+252 p., 1997. Reprint of Basic
Books 1983, 1970.
[220] Dayre, J. Cardan, ma vie. Belin, 1991.
[221] IREM de Basse-Normandie. Si le nombre m’était conté. Ellipses, 2000.
[222] N. G. de Bruijn. Asymptotic methods in analysis. Dover. xii+200 p., 1981. Corr. reprint of the 3rd
ed. 1st ed 1958.
[223] Albéric O’Kelly de Galway. Les leçons d’un champion : Vers la maı̂trise. Grasset & Europe Échecs,
1990 (1976).
[224] Jean-Marie De Koninck and Armel Mercier. 1001 problèmes en théorie classique des nombres.
Ellipses, 2004.
[225] Paulo Ney de Souza and Jorge-Nuno Silva. Berkeley problems in mathematics. Problem Books in
Mathematics. Springer-Verlag, New York, third edition, 2004.
9
[226] R. Dedekind. Essays on the theory of numbers. I : Continuity and irrational numbers. II : The nature
and meaning of numbers. Authorized translation by W.W.Beman. Dover.115 p., 1963. Reprint of
the first English traduction, Open Court, 1902.
[227] Deheuvels, P. L’intégrale. PUF Que sais-je ? 2250, 1986. 1e éd.
[228] Deheuvels, P. La probabilité, le hasard et la certitude. PUF Que sais-je ? 3, 1990. 2e éd.
[229] Patrick Dehornoy. Complexité et décidabilité. Springer. 200 p., 1993.
[230] Delachet, A. La géométrie élémentaire. PUF Que sais-je ? 1211, 1974. 2e éd.
[231] Delachet, A. La topologie. PUF Que sais-je ? 1710, 1978. 1e éd.
[232] Delahaye, J. P. Logique, informatique et paradoxes. Belin, 1995.
[233] Delahaye, J. P. Le fascinant nombre Pi. Belin, 1997.
[234] Delahaye, J. P. Merveilleux nombres premiers. Belin, 2000.
[235] Delahaye, J. P. L’intelligence et le calcul. Belin, 2003.
[236] Delahaye, J. P. Merveilleux nombres premiers. Belin, 2003.
[237] Pierre Deligne, Bernard Malgrange, and Jean-Pierre Ramis. Singularités irrégulières. Documents
Mathématiques (Paris) [Mathematical Documents (Paris)], 5. Société Mathématique de France,
Paris, 2007. Correspondance et documents. [Correspondence and documents].
[238] Claude Dellacherie and Paul-André Meyer. Probabilités et potentiel. Chapitres V à VIII : Théorie
des martingales. Hermann. xviii+476 p., 1980.
[239] Claude Dellacherie and Paul-André Meyer. Probabilités et potentiel. Chapitres IX à XI : Théorie
discrete du potentiel. Hermann. 229 p., 1983.
[240] Claude Dellacherie and Paul-André Meyer. Probabilités et potentiel. Chapitres XII à XVI : Théorie
du potentiel associée à une résolvante. Théorie des processus de Markov. Hermann. xii+377 p.,
1987, 1992.
[241] Dellacherie, C. Nombres au hasard. Public.U. L.Pasteur Strasbourg, 1978.
[242] Dellacherie, Claude and Meyer, Paul-André. I à IV Probabilités et potentiel. Hermann, 1975.
[243] Dellacherie, Claude and Meyer, Paul-André and Maisonneuve, B. XVII à XXIV Processus de
Markov. Calcul stochastique. Hermann, 1992.
[244] Demengel, Gilbert and Bénichou, Paul and Boy, Norbert and Pouget, Jean-Pierre. Distributions et
Applications. Ellipses, 1996.
[245] Desanti, J.-T. La philosophie silencieuse. Seuil, 1975.
[246] Destouches, J.L. La physique mathématique. PUF Que sais-je ? 1133, 1969. 2e éd.
[247] Détraz, J. Kovalevskaı̈a, l’aventure d’une mathématicienne. Belin, 1993.
[248] Keith Devlin. The millennium problems. The seven greatest unsolved mathematical puzzles of our
time. Basic Books. x+237 p, 2002.
[249] Luc Devroye and Gábor Lugosi. Combinatorial methods in density estimation. Springer Series in
Statistics. Springer. xii, 208 p., 2001.
[250] Dhombres, J. Desargues en son temps. Éditions du Choix, 19 ? ?
[251] Dhombres, J., Robert J.B. Fourier. Belin, 1998.
[252] Philippe Di Francesco, Pierre Mathieu, and David Sénéchal. Conformal field theory. Graduate Texts
in Contemporary Physics. Springer-Verlag, New York, 1997.
[253] Diagne, Bachir. Boole, l’oiseau de nuit en plein jour. Belin, 1989.
10
[254] Leonard Eugene Dickson. History of the theory of numbers. Vol. II : Diophantine analysis. Dover,
2005. First published by Carnegie Institute of Washington in 1919.
[255] Jean Dieudonné. Calcul infinitésimal. Collection Methodes. Hermann. 479 p., 1997. 2e éd. rev. et
corr. : 1980.
[256] Dieudonné, Jean. Pour l’honneur de l’esprit humain. Hachette, 1987.
[257] Dieudonné, Jean. Abrégés d’histoire des Mathématiques. Hermann, 1996 (1978).
[258] Diogène Laêrce. Vie, doctrines et sentences des philosophes illustres. Garnier-Flammarion, 1965.
[259] Ahmed Djebbar. Une histoire de la science arabe. Points Seuil, 2001.
[260] Heinrich Dörrie. 100 great problems of elementary mathematics. Their history and solution. Dover.
x+393 p., 1965. Transl. from the German second edition (1940) by David Antin, first edition 1932,
Phyzica.
[261] Dossier no 1. Les dinosaures. Pour la science, 1993.
[262] Dossier no 10. Arts et sciences au Moyen Âge. Pour la science, 1996.
[263] Dossier no 11. Le hasard. Pour la science, 1996.
[264] Dossier no 12. L’atmosphère. Pour la science, 1996.
[265] Dossier no 13. Noyaux atomiques et radioactivité. Pour la science, 1996.
[266] Dossier no 14. L’évolution. Pour la science, 1997.
[267] Dossier no 15. La science des nouds. Pour la science, 1997.
[268] Dossier no 16. Les trous noirs. Pour la science, 1997.
[269] Dossier no 2. Les mathématiciens. Pour la science, 1994.
[270] Dossier no 3. La génétique humaine. Pour la science, 1994.
[271] Dossier no 4. La physique quantique. Pour la science, 1994.
[272] Dossier no 5. La vie dans les milieux extrêmes. Pour la science, 1994.
[273] Dossier no 6. Le chaos. Pour la science, 1995.
[274] Dossier no 7. Science et gastronomie. Pour la science, 1995.
[275] Dossier no 8. L’écorce terrestre. Pour la science, 1995.
[276] Dossier no 9. Les maladies émergentes. Pour la science, 1995.
[277] Peter G. Doyle and J. Laurie Snell. Random walks and electric networks, volume 22 of Carus
Mathematical Monographs. Mathematical Association of America, Washington, DC, 1984.
[278] Melvin Dresher. The mathematics of games of strategy. Theory and applications. Reprint of the
1961 orig. Dover. vi+184 p., 1981.
[279] Marcus du Sautoy. The music of the primes : searching to solve the greatest mystery in mathematics.
Perennial, 2004. (1st ed. Harper Collins. 2003).
[280] Ducos. DEUG A 2e année 90/91. Ellipses, 1992.
[281] Henri Ernest Dudeney. Amusements in Mathematics. Dover, 1958.
[282] David A. Duffy. Principles of automated theorem proving. Wiley Professional Computing. John
Wiley & Sons Ltd., Chichester, 1991.
[283] Richard Durrett. Essentials of probability. Belmont, CA : Duxbury Press. vi, 269 p., 1994.
[284] Rick Durrett. Essentials of stochastic processes. Springer Texts in Statistics. Springer. 281 p., 1999.
[285] Rick Durrett. Probability models for DNA sequence evolution. Probability and Its Applications.
Springer. viii, 240 p., 2002.
11
[286] Bernard Dwork. Generalized hypergeometric functions. Oxford Mathematical Monographs. The
Clarendon Press Oxford University Press, New York, 1990. Oxford Science Publications.
[287] A.W.F. Edwards. Pascal’s arithmetical triangle. The story of a mathematical idea. Revised reprint
of the 1987 original. Baltimore, MD : Johns Hopkins University Press. xviii+202 p., 2002.
[288] Harold M. Edwards. Essays in constructive mathematics. Springer-Verlag, New York, 2005.
[289] H.M. Edwards. Riemann’s zeta function. Dover. xiii+315 p., 2001. Unabridged reprint of the 1974
original.
[290] R. E. Edwards. Functional analysis. Dover. xiii+783 p., 1995. Corrected version of the 1965 original.
[291] Albert Einstein. Investigations on the Theory of the Brownian Movement. Dover. iv+122 p., 1956.
5 articles from 1905-1908. Reprint of a 1926 compilation.
[292] Ekeland, I. Le Calcul, l’Imprévu. Seuil, 1987.
[293] Ekeland, I. Au hasard La chance, la science et le monde. Seuil, 1991.
[294] Ellison, W.J. and Mendès France, M. Les nombres premiers. Hermann, 1975.
[295] Michel Emery, Arkadi Nemirovski, Dan Voiculescu, and Pierre (ed.) Bernard. Lectures on probability
theory and statistics. École d’été de Probabilités de Saint-Flour XXVIII - 1998. Summer school,
Saint-Flour, France, August 17 – September 3, 1998. Lecture Notes in Mathematics. 1738. Springer.
xi, 356 p., 2000.
[296] Michel (ed.) Émery and Marc (ed.) Yor. Séminaire de probabilités 1967-1980. A selection in martingale theory. Lecture Notes in Mathematics. 1771. Springer. ix, 553 p., 2002.
[297] Encyclopaedia Universalis. Dictionnaire des Mathématiques vol 2. Albin Michel, 1998.
[298] Engel, A. Les certitudes du hasard. Aléas, 1990.
[299] Engquist, Björn and Schmid, Wilfried (editors). Mathematics unlimited—2001 and beyond. Springer.
xv, 1236 p., 2001.
[300] Arthur Erdélyi. Asymptotic expansions. Dover. vi+108 p., 1956.
[301] Paul Erdős and Ronald L. Graham. Old and new problems and results in combinatorial number theory. Monographie No.28 de L’Enseignement Mathématique. Genève : L’Enseignement
Mathématique, Université de Genève. 128 p., 1980.
[302] Paul Erdős, András Hajnal, Attila Máté, and Richard Rado. Combinatorial set theory : Partition
relations for cardinals. Studies in Logic and the Foundations of Mathematics, 106. North-Holland ;
Budapest : Akadémiai Kiadó. 347 p., 1984.
[303] Paul Erdős and Joel Spencer. Probabilistic methods in combinatorics. Budapest : Akademiai Kiado.
106 p., 1974.
[304] Paul Erdős and Joel (ed.) Spencer. Paul Erdős : The art of counting. Selected writings. Mathematicians of Our Time. 5. The MIT Press. xxiii+742 p., 1973.
[305] Paul Erdős and János Surányi. Topics in the theory of numbers. Translated from the Hungarian by
Barry Guiduli. Abridged translation. Undergraduate Texts in Mathematics. Springer. xviii+287 p.,
2003.
[306] Paul (ed.) Erdős. Studies in pure mathematics. To the memory of Paul Turán. Assoc. eds. : Laszlo
Alpar, Gabor Halasz and Andras Sarkőzy. Birkhäuser ; Budapest : Akademiai Kiado. 773 p., 1983.
[307] Ernst, B. L’aventure des figures impossibles. Benedikt Taschen, 1990.
[308] Ernst, B. Le miroir magique de M.C. Escher. Benedikt Taschen, 1992.
[309] Ernst, B. Le monde des illusions d’optique. Benedikt Taschen, 1994.
[310] Escher, M. C. L’oeuvre Graphique. Benedikt Taschen, 1993.
12
[311] Borwein et co. Lattice sums then and now. Cambridge, 2013.
[312] Euclide. Les Eléments livres I à IV. PUF, 1990.
[313] Euclide. Les Eléments livres V à IX. PUF, 1994.
[314] Eurêka. Faı̂tes vos jeux. Dunod, 1994.
[315] Eurêka. Géométriquement vôtre. Dunod, 1994.
[316] Eurêka. Logicologique. Dunod, 1998. First edition in 1996.
[317] Max Euwe. Les échecs, position et combinaison. Payot, 1988 (1954).
[318] Max Euwe. Jugement et plan. Payot, 1988 (1956).
[319] Faisant, A. L’équation diophantienne du second degré. Hermann, 1991.
[320] Alain Fayard. Jol Lautier joue et gagne. Grasset & Europe Échecs, 1993.
[321] Guy Fayolle, Roudolf Iasnogorodski, and Vadim Malyshev. Random walks in the quarter-plane,
volume 40 of Applications of Mathematics (New York). Springer-Verlag, Berlin, 1999. Algebraic
methods, boundary value problems and applications.
[322] Guy Fayolle, Roudolf Iasnogorodski, and Vadim Malyshev. Random walks in the quarter-plane,
volume 40 of Applications of Mathematics (New York). Springer-Verlag, Berlin, 1999. Algebraic
methods, boundary value problems and applications.
[323] Ferréol, R. Concours général 88/94. Éditions du Choix, 1996.
[324] Ferréol, R. and Casiro, F. Olympiades et concours général 83/87. Éditions du Choix, 1991.
[325] Richard P. Feynman. QED. THe Strange Theory of Ligt and Matter. Princeton Science Library,
1985.
[326] Richard P. Feynman. Surely you’re joking Mr. Feynman ! Norton, 1985.
[327] Richard P. Feynman. Six easy pieces. Perseus Books, 1995. First edition : 1963.
[328] Richard P. Feynman. Six not-so-easy easy pieces. Perseus Books, 1997. First edition : 1963.
[329] FFJM. Championnat de France. Volumes 2 à 7. Hatier, 88/90.
[330] V.T.(comp.) Filippov, V.K.(comp.) Kharchenko, and I.P.(comp.) Shestakov. The Dniestr notebook.
Unsolved problems in the theory of rings and modules. (Dnestrovskaya tetrad’. Nereshennye problemy
teorii kolets i modulej).4th ed. Novosibirsk : Institut Matematiki SO RAN, 74 p., 1993.
[331] Steven R. Finch. Mathematical constants. Encyclopedia of Mathematics and Its Applications 94.
Cambridge University Press. xx, 602 p., 2003.
[332] Philippe Flajolet and Robert Sedgewick. Analytic combinatorics. Cambridge University Press,
Cambridge, 2009.
[333] Sarah Flannery and David Flannery. In code. A mathematical journey. Reprint of the 2000 original.
Workman. x, 341 p. $ 24.95, 2001.
[334] Dominique (ed.) Foata and Guo-Niu (ed.) Han. The Andrews Festschrift. Seventeen papers on classical number theory and combinatorics. Scientific contributions of the 42nd session of the Séminaire
Lotharingien de Combinatoire held on the occasion of the 60th birthday of George E. Andrews,
Maratea, Basilicata, Italy, August 31–September 6, 1998. Springer. x, 426 p., 2001.
[335] N. Pytheas Fogg. Substitutions in dynamics, arithmetics and combinatorics, volume 1794 of Lecture
Notes in Mathematics. Springer-Verlag, Berlin, 2002. Edited by V. Berthé, S. Ferenczi, C. Mauduit
and A. Siegel.
[336] A. R. Forsyth. A treatise on differential equations. Dover. xviii+583 p., 1996. Reprint of the 1956
6th ed. : Macmillan & Co., 1929. 1st ed : 1885.
13
[337] Fourrey, E. Curiosités géométriques. Vuibert, 1994.
[338] Fourrey, E. Récréations arithmétiques. Vuibert, 1994.
[339] Francinou, Serge and Gianella, Hervé. Exercices de mathématiques pour l’agrégation. Algèbre 1.
Masson, 1994.
[340] Frege, G. Les fondements de l’arithmétique. Seuil, 1970.
[341] Frugier, G. Exercices ordinaire de probabilité. Ellipses, 1992.
[342] William Fulton and Joe Harris. Representation theory, volume 129 of Graduate Texts in Mathematics. Springer-Verlag, New York, 1991. A first course, Readings in Mathematics.
[343] Martin Gardner. Mathematics, magic and mystery. Dover. ix+176 p., 1956.
[344] Martin Gardner. Codes, ciphers and secret writing. Dover, 1984. First edition : Simon & Schuster,
1972.
[345] Martin Gardner. Entertaining mathematical puzzles. Dover, 1986. Corrected reprint of the 1961
Thomas Y. Crowell edition ”Mathematical Puzzles”.
[346] Martin Gardner. My best mathematical and logic puzzles. Mineola, NY : Dover. vii+82 p., 1994.
[347] Martin Gardner. Fads & Fallacies in the Name of Science. Dover, 1997. Corrected and enlarged
reprint of the 1952 G. P. Putnam’s Sons edition ”In the Name of Science”.
[348] Martin Gardner. Relativity simply explained. Dover, 1997. Corrected and enlarged reprint of the
1962 MacMillian edition ”Relativity for the Million”.
[349] Martin (ed.) Gardner. Mathematical puzzles of Sam Loyd. Dover, 1959. Selection from Cyclopedia
of Puzzles, Samuel Loyd, 1914.
[350] Gardner, Martin. “ Haha ” ou l’éclair de la compréhension mathématique. Belin, 1979.
[351] Gardner, Martin. La magie des paradoxes. Belin, 1980.
[352] Gardner, Martin. Les jeux mathématiques du “Scientific American”. ADCS, 1996. Adapté par Yves
Roussel.
[353] Danièle (ed.) Gardy and Abdelkader (ed.) Mokkadem. Mathematics and computer science. Algorithms, trees, combinatorics and probabilities. Proceedings of the colloquium, September 18–20, 2000.
Birkhäuser. xi, 340 p., 2000.
[354] George Gasper and Mizan Rahman. Basic hypergeometric series, volume 96 of Encyclopedia of
Mathematics and its Applications. Cambridge University Press, Cambridge, second edition, 2004.
With a foreword by Richard Askey.
[355] Roland Omnès Georges Charpak. Sayez savants, devenez prophètes. Odile Jacob, 2005.
[356] Nicolas Giffard. Les Échecs : leçons particulières avec un champion. Editions du Rocher, Collection
Jeux et stratégie, 1988 (1984).
[357] Nicolas Giffard and Alain Biénabe. Le Guide des Échecs. Robert Laffont, 1993.
[358] Gindikin. Histoire de mathématiciens et de physiciens. Cassini, 2000, 1981.
[359] Abraham M. Glicksman. An introduction to linear programming and the theory of games. Dover.
x, 131 p., 2001.
[360] Goblot, R. Algèbre commutative. Masson, 1996.
[361] Kurt Gödel. On formally undecidable propositions of Principia Mathematica and related systems.
Dover. viii+72 p., 1992. Reprint of the 1962 English translation, with a preface by B. Meltzer. With
an introduction by R. B. Braithwaite. Original paper [Monatsh. Math. 38, 173-198 (1931)].
[362] Goffinet, D. Exercices corrigés Maths Sup. 2t. Éditions du Choix, 1991.
14
[363] Catherine Goldstein. Un théorème de Fermat et ses lecteurs. Presses Universitaires de Vincennes.
229 p., 1995.
[364] Gomez and Salvy and Zimmermann. Calcul formel : mode d’emploi. Masson, 1995.
[365] Patrick Gonneau. À toi de mater. Armand Colin, 1994.
[366] E. Goursat. A course in mathematical analysis. Vol. 1 : Derivatives and differentials, definite
integrals, expansion in series, applications to geometry. Vol. 2, Part 1 : Functions of a complex
variable. Vol. 2, Part 2 : Differential equations. Dover. ix+548 p. ; x+259 p. ; viii+300 p., 1959.
[367] Ronald L. Graham, Donald E. Knuth, and Oren Patashnik. Concrete mathematics : a foundation
for computer science. Addison-Wesley. xiii+657 p., 1994. (2nd ed. 1st ed : 1989).
[368] Ronald L. Graham, Bruce L. Rothschild, and Joel H. Spencer. Ramsey theory. 2nd ed. WileyInterscience Series in Discrete Mathematics and Optimization. John Wiley & Sons. xi, 196 p., 1990.
[369] Ronald L.(ed.) Graham and Jaroslav (ed.) Nesetril. The mathematics of Paul Erdős. Vol. I. Algorithms and Combinatorics. 13. Springer. xiv, 399 p., 1997.
[370] Ronald L.(ed.) Graham and Jaroslav (ed.) Nesetril. The mathematics of Paul Erdős. Vol. II. Algorithms and Combinatorics. 14. Springer, xvi, 577 p., 1997.
[371] Grassmann, H.G. La science de la grandeur extensive. Albert Blanchard, 1994.
[372] Jeremy J. Gray. Le défi de Hilbert. Dunod, 2004. 2nd edition, 1st ed. in 2003. Tranlated from The
Hilbert challenge, 2000.
[373] Daniel H. Greene and Donald E. Knuth. Mathematics for the analysis of algorithms. Progress in
Computer Science, Vol. 1. Birkhäuser. 107 p., 1981.
[374] Daniel H. Greene and Donald E. Knuth. Mathematics for the Analysis of Algorithms. 3rd ed.
Progress in Computer Science and Applied Logic. 1. Birkhäuser. viii+132 p., 1990.
[375] Groizard, J. M. Algèbre des carrés magiques. APMEP brochure no 55, 1984.
[376] Martin Grőtschel, László Lovász, and Alexander Schrijver. Geometric algorithms and combinatorial
optimization. 2. corr. ed. Algorithms and Combinatorics. 2 Springer. xii, 362 p., 1993.
[377] Denis Guedj. Les mathématiques expliquées à mes filles. Seuil, 2008.
[378] Guedj, Denis. Le théorème du perroquet. Points Seuil, 1998.
[379] Bernard Guerrien. La théorie des jeux. Economica, 2002. 3rd edition.
[380] Guik, Evgueni. Des jeux venus d’ailleurs. Dunod, 1992.
[381] Guinot, M. Le paradoxe de Banach-Tarski. Aléas, 1991.
[382] Guinot, M. Pythagore, Euclide et toute la clique. Aléas, 1992.
[383] Guinot, M. Les resveries de Fermat. Aléas, 1993.
[384] Guinot, M. “ Ce diable d’homme ” d’Euler. Aléas, 1994.
[385] Guinot, M. Lagrange et Legendre. Aléas, 1996.
[386] Guinot, M. Gauss : “ princeps mathematicorum ”. Aléas, 1997.
[387] Richard K. Guy. Unsolved problems in number theory. Problem Books in Mathematics. SpringerVerlag, New York, third edition, 2004.
[388] Guy, R.K. Unsolved Problems in Number Theory. Springer, 1994.
[389] Michael (ed.) Habib, Colin (ed.) McDiarmid, Jorge (ed.) Ramirez-Alfonsin, and Bruce (ed.) Reed.
Probabilistic methods for algorithmic discrete mathematics. Algorithms and Combinatorics. 16.
Springer., 1998.
15
[390] Jacques Hadamard. The psychology of invention in the mathematical field. Dover. 145 p., 1954. 2nd
ed.
[391] Gábor (ed.) Halász, László (ed.) Lovász, Miklós (ed.) Simonovits, and Vera T.(ed.) Sós. Paul Erdős
and his mathematics I. Based on the conference, Budapest, Hungary, July 4–11, 1999. Bolyai Society
Mathematical Studies. 11. Springer. Budapest : János Bolyai Mathematical Society. (2-vol.-set),
2002.
[392] Gábor (ed.) Halász, Lászlo (ed.) Lovász, Miklós (ed.) Simonovits, and Vera T.(ed.) Sós. Paul Erdős
and his mathematics II. Based on the conference, Budapest, Hungary, July 4–11, 1999. Bolyai
Society Mathematical Studies. 11. Springer. Budapest : János Bolyai Mathematical Society. (2-vol.set), 2002.
[393] Halmos. Problèmes pour mathématiciens petits et grands. Cassini, 2000.
[394] Handbook of Theorical Computer Science. vol A. ch.12 : Algorithm in Number Theory. , 1990.
[395] G.H. Hardy. L’apologie d’un mathématicien. Traduite par Dominique Jullien et Serge Yoccoz, avec
une postface de C. P. Snow. Ramanujan, un mathématicien indien. Bertrand Russell et le Collège de
la Trinité. Préface de J.-P. Kahane. (A mathematician’s apology). Un Savant, une Époque. Belin.
192 p., 1985.
[396] G.H. Hardy, J.E. Littlewood, and G. Pólya. Inequalities. 2nd ed., 1st. paperback ed. Cambridge
Mathematical Library. Cambridge University Press. xii, 324 p., 1988. 2 ed. 1952, 1 ed. 1934.
[397] Nora Hartsfield and Gerhard Ringel. Pearls in Graph Theory : A Comprehensive Introduction.
Dover, 2003. First published by Academmic Press in 1990, revised in 1994.
[398] Helmut Hasse. Number theory. Transl. from the 3rd German edition, edited and with a preface by
Horst Günter Zimmer. Reprint of the 1980 edition. Classics in Mathematics. Springer. xvii+638 p.,
2002.
[399] Haton, J. P. and M. C. L’intelligence artificielle. PUF Que sais-je ? 2444, 1990. 2e éd.
[400] Hauchecorne and Surrateau. Des mathématiciens de A à Z. Ellipses, 1996.
[401] Hauchecorne, Bertrand. Les contre-exemples en mathématiques. Ellipses, 1990.
[402] Hauchecorne, Bertrand. Les Mots & les Maths. Ellipses, 2003.
[403] Julian Havil. Gamma. Princeton University Press, Princeton, NJ, 2003. Exploring Euler’s constant,
With a foreword by Freeman Dyson.
[404] Victor P. Havin and Nikolai K. Nikolski, editors. Complex analysis, operators, and related topics,
volume 113 of Operator Theory : Advances and Applications. Birkhäuser Verlag, Basel, 2000. The
S. A. Vinogradov memorial volume.
[405] Hawking, S.W. Une brève histoire du temps. France Loisirs, 1989.
[406] Royal Vale Heath. Mathematics. Magic puzzles and games with numbers. Dover, 126 p, 1954.
[407] Hellegouarch, Y. Invitation aux mathématiques de Fermat-Wiles. Masson, 1997.
[408] Jiřı́ Herman, Radan Kučera, and Jaromı́r Šimša. Counting and configurations. CMS Books in Mathematics/Ouvrages de Mathématiques de la SMC, 12. Springer-Verlag, New York, 2003. Problems
in combinatorics, arithmetic, and geometry, Translated from the 1997 Czech edition by Karl Dilcher.
[409] Hernert, P. Les algorithmes. PUF Que sais-je ? 2928, 1995. 1e éd.
[410] Hersh, R. and Davis, P.J. L’empire mathématique. Gauthier-Villars, 1988.
[411] Hersh, R. and Davis, P.J. L’univers mathématique. Gauthier-Villars, 1988.
[412] Hildebrant s., Tromba A. Mathématiques et formes optimales. Belin, 1991.
16
[413] Paul Hoffman. Paul Erdős 1913–1996. L’homme qui n’aimait que les nombres. Traduit de l’anglais
par Maurice Mashaal. Postface de Gérald Tenenbaum. Collection un Savant, une Époque. Belin.
288 p., 2000.
[414] Hoffman, Paul. The man who loved only numbers. Hyperion, 1998.
[415] Micha Hofri. Probabilistic analysis of algorithms. On computing methodologies for computer algorithms performance evaluation. Texts and Monographs in Computer Science. Springer. xv+240 p.,
1987.
[416] Michael Hofri. Analysis of algorithms. Computational methods & mathematical tools. Oxford Univ.
Press. xx, 618 p., 1995.
[417] Hofstadter, D. Gödel Escher Bach Les Brins d’une Guirlande Eternelle. InterÉditions, 1993.
[418] Tangente (Hors-Série). Numéros 1 27 (fin : 35). Pôle Éditions, 2006. (missing : 7,10,21,25).
[419] Christian Houzel. Théorème de Fermat. À travers l’histoire de l’analyse diophantienne. (Fermat’s
theorem. Through the history of Diophantine analysis). SMF Journée Annuelle. 1995. Société
Mathématique de France, ii+17 p., 1995.
[420] Dale Husemöller. Elliptic curves, volume 111 of Graduate Texts in Mathematics. Springer-Verlag,
New York, second edition, 2004. With appendices by Otto Forster, Ruth Lawrence and Stefan
Theisen.
[421] Ifrah, G. Histoire universelle des chiffres. Robert Laffont, 1995.
[422] InterIREM. Histoires de problèmes, histoire des mathématiques. Ellipses, 1993.
[423] InterIrem. Histoire d’algorithmes. Belin, 1994.
[424] Kenneth Ireland and Michael Rosen. A classical introduction to modern number theory, volume 84
of Graduate Texts in Mathematics. Springer-Verlag, New York, second edition, 1990.
[425] IREM. Mathématiques de compétition 2de, 1e et terminale. Bordas, 1990.
[426] Itard, J. Arithmétique et théorie des nombres. PUF Que sais-je ?, 1967 (2nd ed. 1 ed. : 1963.
[427] Itard, J. Matériaux pour l’histoire des nombres complexes. APMEP brochure no 2, 1969.
[428] Itard, J. Les nombres premiers. PUF Que sais-je ? 571, 1976. 2e éd., 1e éd. : 1969.
[429] Claude Itzykson and Jean-Michel Drouffe. Statistical field theory. Vol. 1. Cambridge Monographs
on Mathematical Physics. Cambridge University Press, Cambridge, 1989. From Brownian motion
to renormalization and lattice gauge theory.
[430] Claude Itzykson and Jean-Michel Drouffe. Statistical field theory. Vol. 2. Cambridge Monographs
on Mathematical Physics. Cambridge University Press, Cambridge, 1989. Strong coupling, Monte
Carlo methods, conformal field theory, and random systems.
[431] Claude Itzykson, Hubert Saleur, and Jean-Bernard Zuber, editors. Conformal invariance and applications to statistical mechanics. World Scientific Publishing Co. Inc., Teaneck, NJ, 1988.
[432] Aleksandar Ivić. The Riemann zeta-function. Dover Publications Inc., Mineola, NY, 2003. Theory
and applications, Reprint of the 1985 original [Wiley, New York ; MR0792089 (87d :11062)].
[433] O. Jacoby and W.H. Benson. Intriguing Mathematical Problems. Dover. x+191 p., 1996. Reprint
of Mathematics for pleasure, 1962, McGraw-Hill.
[434] Jacquard, A. Les probabilités. PUF Que sais-je ? 1571, 1974. 4e éd.
[435] Jacques, J. L’imprévu ou la science des objets trouvés. Odile Jacob, 1990.
[436] Svante Janson. Gaussian Hilbert spaces, volume 129 of Cambridge Tracts in Mathematics. Cambridge
University Press, Cambridge, 1997.
17
[437] Svante Janson, Tomasz Luczak, and Andrzej Rucinski. Random graphs. Wiley-Interscience Series
in Discrete Mathematics and Optimization. Wiley. xii, 333 p., 2000.
[438] Samuel Tron¸on Jean-Baptiste Joinet. Ouvrir la logique au monde. Philosophie et mathématique de
l’interaction. Hermann, 2009.
[439] Jeffrey, A. Handbook of Mathematical Formulas and Integrals. Academic Press, 1995.
[440] Mark Jerrum. Counting, sampling and integrating : algorithms and complexity. Birkhäuser. xi, 112
p., 2003.
[441] Jeux mathématiques et logiques. Annales du championnat. Volumes 8 à 15. Pole, 92/95.
[442] Geneviève Joly. Précis d’ancien français. Armand Colin, 2002.
[443] Gareth A. Jones and J. Mary Jones. Elementary number theory. Springer Undergraduate Mathematics Series. Springer-Verlag London Ltd., London, 1998.
[444] Marc Kac and Stanislaw M. Ulam. Mathematics and Logic. Dover, 1992. First published by Frederick
A. Praeger in 1968.
[445] Kahane, J.P. Hardy, l’apologie d’un mathématicien. Belin, 1985.
[446] Kahane, J.P. and Salem, R. Ensembles parfaits et séries trigonométriques. Hermann, 1994.
[447] Olav Kallenberg. Foundations of modern probability. Probability and its Applications (New York).
Springer-Verlag, New York, second edition, 2002.
[448] Kanigel, Robert. The man who knew infinity. WSP, 1991. First published by Charles Scribner’s
sons.
[449] Anatoly Karpov and Evgueni Guik. Des échecs à l’infini. Grasset & Europe Échecs, 1985 (1983).
[450] Garri Kasparov. L’Épreuve du temps. Grasset & Europe Échecs, 1987 (1985).
[451] Garry Kasparov. Et le fou devint roi. Albin Michel, 1987. Child of change, 1987.
[452] Raymond Keene and David Levy. Répertoires des ouvertures pour le joueur d’attaque. Grasset &
Europe Échecs, 1990 (1976).
[453] A.Ya. Khinchin. Continued fractions. Dover. x+95 p., 1997. Reprint of the 1964 edition, University
of Chicago Press, translation of the 3rd Russian ed., 1961. 1st Russian ed., 1935.
[454] A.Ya. Khinchin. Three pearls of number theory. Dover, 64p., 1998. Reprint of the 1952 Graylock
Press edition. Transl from the second (1948), revised Russian ed. by F. Bagemihl, H. Komm and
W. Seidel.
[455] Victor Klee and Stan Wagon. Old and new unsolved problems in plane geometry and number
theory. The Dolciani Mathematical Expositions. 11. Washington, DC : Mathematical Association
of America. xv, 333 p., 1991.
[456] Leonard Kleinrock and Richard Gail. Queueing systems. A Wiley-Interscience Publication. John
Wiley & Sons Inc., New York, 1996. Problems and solutions.
[457] Kmety-Marchetti, Anne-Marie. Préparation au concours de professeurs des écoles : Mathématiques.
Éditions du Choix, 1992.
[458] Kmety-Marchetti, Anne-Marie. Préparation au concours de professeurs des écoles : Géométrie.
Éditions du Choix, 1993.
[459] John Knopfmacher. Abstract analytic number theory. Dover. xi+336 p., 1990. 2nd ed., 1st ed. 1975.
[460] Konrad Knopp. Problem book in the Theory of functions. Volume II. Dover. vii+138 p., 1952.
Translated by Frederick Bagemihl.
[461] Konrad Knopp. Theory and application of infinite series. Dover. xii+563 p., 1990. Reprint of 1951
edition, Blackie & Son, translated by R.C.H. Young from the 4th German edition, 1947. 1st ed.
1921.
18
[462] Konrad Knopp. Infinite sequences and series. Dover. v, 186 p., 1993. Reprint of the 1956 Orig.
[463] Konrad Knopp. Theory of functions. Part I and II. Dover. vii+150 p., 1996. Reprint of 1945-1947
editions, Dover. Translated by Frederick Bagemihl from the 4th and 5th German version.
[464] D.E. Knuth. Surreal numbers. Addison-Wesley. 119 p., 1974.
[465] D.E. Knuth. Axioms and hulls. Lecture Notes in Computer Science. 606. Springer. ix, 109 p., 1992.
[466] Donald Knuth. Companion to the papers of Donald Knuth, volume 202 of CSLI Lecture Notes. CSLI
Publications, Stanford, CA, 2011.
[467] Donald E. Knuth. TEX and METAFONT. New directions in typesetting. Digital Press ; American
Mathematical Society (AMS). 355 p., 1979.
[468] Donald E. Knuth. Computers & Typesetting. Vol. A. The TE Xbook. (6th printing). Addison- Wesley.
ix+483 p., 1986.
[469] Donald E. Knuth. Computers & Typesetting. Vol. B. TE X : the program. Addison-Wesley. xv+594
p., 1986.
[470] Donald E. Knuth. Computers & Typesetting. Vol. C. The METAFONTbook. Addison-Wesley.
xi+361 p., 1986.
[471] Donald E. Knuth. Computers & Typesetting. Vol. D. METAFONT : the program. Addison-Wesley.
xv+560 p., 1986.
[472] Donald E. Knuth. Computers & Typesetting. Vol. E. Computer Modern typefaces. Addison-Wesley.
xv+588 p., 1986.
[473] Donald E. Knuth. Literate Programming. CSLI. xvi368 p., 1992.
[474] Donald E. Knuth. The Stanford GraphBase. A platform for combinatorial computing. AddisonWesley. vii+576 p., 1994.
[475] Donald E. Knuth. Selected papers on computer science, volume 59 of CSLI Lecture Notes. CSLI
Publications, Stanford, CA, 1996.
[476] Donald E. Knuth. Selected papers on computer science. CSLI, Center for the Study of Language
and Information. Cambridge Univ. Press, xii+274 p., 1996.
[477] Donald E. Knuth. Stable marriage and its relation to other combinatorial problems. An introduction
to the mathematical analysis of algorithms. Transl. from the 1976 French ed. by Martin Goldstein.
CRM Proceedings & Lecture Notes. 10. American Mathematical Society (AMS). xiii+74 p., 1996.
[478] Donald E. Knuth. The art of computer programming. Vol. 1 : Fundamental algorithms. AddisonWesley. xx, 650 p., 1997. (3rd ed. 1 :1968).
[479] Donald E. Knuth. The art of computer programming. Vol. 3 : sorting and searching. Addison-Wesley.
736 p., 1997. (2nd ed. 1 :1974).
[480] Donald E. Knuth. The art of computer programming. Vol. 2 : Seminumerical algorithms. AddisonWesley. xiii+762 p., 1998. (3rd ed. 2 : 1981, 1 :1969).
[481] Donald E. Knuth. The art of computer programming. Vol. 4 (Fasc 0,1,2,3,4). Addison-Wesley. 128
p./128 p./129 p., 1998.
[482] Donald E. Knuth. Digital typography. CSLI Publications. xv, 685 p., 1999.
[483] Donald E. Knuth. Selected papers on analysis of algorithms. CSLI Publications. xvi, 621 p., 2000.
[484] Donald E. Knuth. Things a computer scientist rarely talks about. With a foreword by Anne Foerst.
CSLI Publications. xii+257 p., 2001.
[485] Donald E. Knuth. Selected papers on computer languages. CSLI. xvi, 594 p., 2003.
[486] Donald E. Knuth. Selected papers on discrete mathematics. CSLI. xvi, 812 p., 2003.
19
[487] Donald E. Knuth. The art of computer programming. Vol. 4A : Combinatorial algorithms, part 1.
Addison-Wesley, 2013.
[488] Donald E. Knuth, Tracy Larrabee, and Paul M. Roberts. Mathematical writing. 2nd print. MAA
Notes, 14. Washington : Mathematical Association of America. 115 p., 1989.
[489] Neal Koblitz. P-adic numbers, p-adic analysis, and zeta-functions. Graduate Texts in Mathematics.
58. Springer. X, 122 p., 1977.
[490] Neal Koblitz. Introduction to elliptic curves and modular forms. 2. ed. Graduate Texts in Mathematics. 97. Springer. x, 248 p., 1993.
[491] Neal Koblitz. A course in number theory and cryptography. 2nd ed. Graduate Texts in Mathematics.
114. Springer. x, 235 p., 1994.
[492] Neal Koblitz. Algebraic aspects of cryptography. With an appendix on Hyperelliptic curves by Alfred
J. Menezes, Yi-Hong Wu, and Robert J. Zuccherato. Algorithms and Computation in Mathematics.
3. Springer. ix, 206 p., 1998.
[493] William Kocay and Donald L. Kreher. Graphs, algorithms, and optimization. Discrete Mathematics
and its Applications (Boca Raton). Chapman & Hall/CRC, Boca Raton, FL, 2005.
[494] Kohlstedt. History of women in the science. University of Chicago Press, 1999.
[495] Bernhard Korte and Jens Vygen. Combinatorial optimization. Theory and algorithms. 2nd ed.
Algorithms and Combinatorics. 21. Springer. xiii, 530 p., 2002.
[496] Michal Křı́žek, Florian Luca, and Lawrence Somer. 17 lectures on Fermat numbers. CMS Books in
Mathematics/Ouvrages de Mathématiques de la SMC, 9. Springer-Verlag, New York, 2001. From
number theory to geometry, With a foreword by Alena Šolcová.
[497] Daniel (ed.) Krob, A.A.(ed.) Mikhalev, and A.V.(ed.) Mikhalev. Formal power series and algebraic
combinatorics. Proceedings of the 12th international conference, FPSAC’00, Moscow, Russia, June
26–30, 2000. Springer. xiv, 808 p, 2000.
[498] Harold W.(ed.) Kuhn. Classics in game theory. Frontiers of Economic Research. Princeton University Press. xvi, 362 p. $ 22.95, 1997.
[499] Kuhn, Nasar. The essential of John Nash. Princeton UP, 2002.
[500] Lacoume, J.-L. Théorie du signal. PUF Que sais-je ? 2086, 1983. 1e éd.
[501] Lakatos, I. Preuves et réfutations. Hermann, 1984.
[502] S. K. Lando. Lectures on generating functions, volume 23 of Student Mathematical Library. American
Mathematical Society, Providence, RI, 2003. Translated from the 2002 Russian original by the
author.
[503] Sergei K. Lando and Alexander K. Zvonkin. Graphs on surfaces and their applications, volume 141
of Encyclopaedia of Mathematical Sciences. Springer-Verlag, Berlin, 2004. With an appendix by
Don B. Zagier, Low-Dimensional Topology, II.
[504] Serge Lang. Complex analysis. 4th ed. Graduate Texts in Mathematics. 103. Springer. xiv, 485 p.,
1999.
[505] Serge Lang. Algebra, volume 211 of Graduate Texts in Mathematics. Springer-Verlag, New York,
third edition, 2002.
[506] Lang, Serge. Complex Analysis. Springer, 3.2 :1995.
[507] Michel L. Lapidus. In search of the Riemann zeros. Strings, fractal membranes and noncommutative
spacetimes. Providence, RI : American Mathematical Society (AMS). xxvii, 558 p.$ 79.00 , 2008.
[508] Largeault, J. L’intuitionisme. PUF Que sais-je ? 2684, 1992. 1e éd.
20
[509] Larousse. Petit Larousse des jeux. Larousse, 1999.
[510] Bent Larsen. Mes 50 meilleures parties d’échecs. Payot, 1972 (1970).
[511] Bent Larsen. Les coups de maı̂tre aux échecs. Payot, 1989 (1975).
[512] Loren C. Larson. Problem-solving through problems. Corr. 2nd print. Problem Books in Mathematics. Springer. xi, 332 p., 1990.
[513] Larson, L. Problem-Solving Through problems. Springer, 1992.
[514] Laurent-Thiébaut, Christine. Théorie des fonctions holomorphes de plusieurs variables. CNRS,
1997.
[515] François (ed.) Le Lionnais. Les grands courants de la pensée mathématique. Avec un avant-propos
de Jean Ballard et une lettre inédite de Paul Valéry. Préface de Bernard Teissier. (Great currents
of mathematical thought). Collection Histoire de la Pensée. Hermann. 533 p., 1998.
[516] Le Lionnais, F. les nombres remarquables. Hermann, 1994.
[517] Jacques le Monnier. La défense Pirc en 60 parties. Grasset & Europe Échecs, 1988 (1983).
[518] N.N. Lebedev. Special functions and their applications. Dover. xi+308 p., 1972. Rev. engl. ed. of
Richard A. Silverman’s translation (Prentice-Hall, 1965) from the 1963 Russian edition.
[519] Leborgne, D. Calcul différentiel complexe. PUF Que sais-je ? 2560, 1991. 1e éd.
[520] LEDA. LEDA 4.1 Manual. A.S., 1999.
[521] Franz Lemmermeyer. Reciprocity laws. From Euler to Eisenstein. Springer Monographs in Mathematics. Springer. xix, 487 p., 2000.
[522] Jean-Claude Letzelter. Échecs artistiques et humoritiques. Grasset & Europe Échecs, 1990.
[523] William J. LeVeque. Elementary theory of numbers. Reprint. Dover, viii+132 p., 1990.
[524] William J. LeVeque. Fundamentals of number theory. Dover, Vii+280 p., 1996. Reprint of AddisonWesley 1977.
[525] William Judson LeVeque. Topics in number theory. Vol. I and II. Dover. xii+202 ; vi, 273 p., 2002.
Reprint of the 1956 Addison-Wesley original.
[526] Lhermite, Ch. Les systmes d’exploitation. Masson, 1985.
[527] Sylvain Lhullier. Énigmes mathématiques diaboliques. Marabout, 2006.
[528] Torgny Lindvall. Lectures on the coupling method. Dover. xiv, 257 p., 2002. Corrected reprint of
the 1992 original.
[529] Lipschutz, Seymour and Lipson, Marc. Discrete Mathematics. McGRaw-Hill, 1997. Second edition.
[530] D.E. Littlewood. The Skeleton Key of Mathematics : A Simple Account of Complex Algebraic
Theories. Dover. 138 p., 2002. Reprint of the 1949 Hutchinson & Company edition.
[531] Lobry, C. Et pourtant ils ne remplissent pas N ! Aléas, 1989.
[532] Loi, M. Mathématiques et Art. Hermann, 1995.
[533] Lombard, P. Géométrie élémentaire et calcul vectoriel. Topiques Éditions, 1994.
[534] M. Lothaire. Combinatorics on words. Cambridge Mathematical Library. Cambridge University
Press, Cambridge, 1997. With a foreword by Roger Lyndon and a preface by Dominique Perrin,
Corrected reprint of the 1983 original, with a new preface by Perrin.
[535] M. Lothaire. Combinatorics on words. Foreword by Roger Lyndon. 2nd ed. Encyclopedia of Mathematics and Its Applications. 17. Cambridge University Press. xvii, 238 p., 1997.
[536] M. Lothaire. Algebraic combinatorics on words. Encyclopedia of Mathematics and Its Applications.
90. Cambridge University Press. xiii, 504 p., 2002.
21
[537] M. Lothaire. Applied combinatorics on words. Cambridge University Press. 610 p., 2005.
[538] L. Lovász, J. Pelikán, and K. Vesztergombi. Discrete mathematics. Undergraduate Texts in Mathematics. Springer-Verlag, New York, 2003. Elementary and beyond.
[539] Edward Lozansky and Cecil Rousseau. Winning solutions. Problem Books in Mathematics. SpringerVerlag, New York, 1996.
[540] Lubczanski, J. and Chaumeil, G. Le trésor de tonton Lulu 1. Tangente APMEP, 1992.
[541] Lubczanski, J. and Chaumeil, G. Le trésor de tonton Lulu 2 (avec et sans corrigé). Tangente
APMEP, 1994.
[542] Zhi-Ming Ma and Michael Röckner. Introduction to the theory of (non-symmetric) Dirichlet forms.
Springer. viii, 209 p., 1992.
[543] Ma, Zhi-Ming and Röckner, M. Introduction to the theory of (non-symmetric) Dirichlet forms.
Springer, 1992.
[544] Percy A. MacMahon. Combinatory analysis. Vol. I, II. AMS Chelsea. XIX, 302 ; XIX, 340 p., 2001.
(3rd ed. 1st ed : 1917-1918).
[545] Neal Madras and Gordon Slade. The self-avoiding walk. pbk ed. Birkhäuser. xiv, 425 p., 1996.
[546] Hosam M. Mahmoud. Evolution of random search trees. Wiley-Interscience Series in Pure and
Applied Mathematics. John Wiley & Sons. x+324 p., 1992.
[547] Hosam M. Mahmoud. Sorting. A distribution theory. Wiley-Interscience Series in Discrete Mathematics and Optimization. Chichester : Wiley. xvi, 394 p., 2000.
[548] Benoit B. Mandelbrot. Fractals and chaos. Selected Works of Benoit B. Mandelbrot. SpringerVerlag, New York, 2004. The Mandelbrot set and beyond, Selecta Volume C, With a foreword by
P. W. Jones and texts co-authored by C. J. G. Evertsz and M. C. Gutzwiller.
[549] Mandelbrot, B. Les objets fractals. Champs Flammarion, 1995.
[550] Marchetti, Anne-Marie. Nombres et formes d’hier à demain. Éditions du Choix, 1995.
[551] George E. Martin. Counting : The art of enumerative combinatorics. Undergraduate Texts in
Mathematics. Springer. xi, 250 p., 2001.
[552] Masson, N. L’École normale supérieure. Les chemins de la liberté. Gallimard, 1994.
[553] Math en Jeans. Congrès 1992. Association Math en Jeans, 1993.
[554] Math en Jeans. Congrès 1993. Association Math en Jeans, 1994.
[555] Math en Jeans. Congrès 1994. Association Math en Jeans, 1994.
[556] Math en Jeans. Congrès 1995. Association Math en Jeans, 1995.
[557] Math en Jeans. Congrès 1996. Association Math en Jeans, 1996.
[558] Math en Jeans. Congrès 1997. Association Math en Jeans, 1997.
[559] Matiiassevitch, Y. Le dixième problème de Hilbert. Son indécidabilité. Masson, 1995.
[560] Jirı́ Matousek. Geometric discrepancy. An illustrated guide. Algorithms and Combinatorics. 18.
Springer. xi+288 p., 1999.
[561] Jirı́ Matousek. Lectures on discrete geometry. Graduate Texts in Mathematics. 212. Springer. xvi,
481 p., 2002.
[562] Jirı́ Matousek. Using the Borsuk-Ulam theorem. Lectures on topological methods in combinatorics
and geometry. Written in cooperation with Anders Björner and Günter M. Ziegler. Springer. xii+196
p., 2003.
[563] Jirı́ Matousek and Jaroslav Nesetril. Invitation to discrete mathematics. Clarendon Press. xv, 410
p., 1998.
22
[564] Mattei, J. F. Pythagore et les pythagoriciens. PUF Que sais-je ? 2732, 1993. 1e éd.
[565] Richard D. Mattuck. A Guide to Feynman Diagrams in the Many-Body Problem. Dover, 1992.
Reprint of the 1974 McGraw-Hill 2nd edition.
[566] Barry Mazur. Ces nombres qui n’existent pas. Dunod, 2004.
[567] V.D. Mazurov and E.I. Khukhro. The Kourovka notebook. Unsolved problems in group theory. Transl.
from the Russian. Including archive of solved problems. 15th augm. ed. Novosibirsk : Institute of
Mathematics, Russian Academy of Sciences, Siberian Div. 164 p., 2002.
[568] J.C.C. McKinsey. Introduction to the theory of games. Reprint of the 1952 original. Dover. x, 371
p., 2003.
[569] Edmar Mednis. Comment bien jouer l’ouverture. Grasset & Europe Échecs, 1991 (1982).
[570] Francis Meinsohn. La Révolution sicilienne. Hatier, 1987.
[571] Meirovitz, M. and Jacobs, P. Défi à l’intelligence. Hatier, 1988.
[572] Meirovitz, M. and Jacobs, P. La gymnastique de l’esprit. Hatier, 1988.
[573] D. Miklós, V. T. Sós, and T. Szőnyi, editors. Combinatorics, Paul Erdős is eighty. Vol. 1. Bolyai
Society Mathematical Studies. János Bolyai Mathematical Society, Budapest, 1993.
[574] D. Miklós, V. T. Sós, and T. Szőnyi, editors. Combinatorics, Paul Erdős is eighty. Vol. 2, volume 2
of Bolyai Society Mathematical Studies. János Bolyai Mathematical Society, Budapest, 1996. Papers
from the International Conference on Combinatorics held at Keszthely, July 19–24, 1993.
[575] Ezra Miller and Bernd Sturmfels. Combinatorial commutative algebra, volume 227 of Graduate Texts
in Mathematics. Springer-Verlag, New York, 2005.
[576] Michael Molloy and Bruce Reed. Graph colouring and the probabilistic method. Algorithms and
Combinatorics. 23. Springer. xiv, 326 p., 2002.
[577] Monnoyeur, F. Infini des mathématiciens, infini des philosophes. Belin, 1992.
[578] Monnoyeur, F. Infini des philosophes, infini des astronomes. Belin, 1995.
[579] Morain, F. and Nicolas, J.L. 14 problèmes corrigés pour l’enseignement supérieur. Vuibert, 1995.
[580] L. J. Mordell. Three lectures on Fermat’s last theorem (trois conférences sur le dernier théorème de
Fermat). Cambridge University Press, 28 S. 8◦ (1921)., 1921.
[581] L. J. Mordell. Le dernier théorème de Fermat. Traduit de l’Anglais par A. Sallin. 41 p. Presses
Universitaires de France, 1929.
[582] Morrison. Les puissances de dix. Belin, 19 ? ?
[583] M. Ram Murty and Jody Esmonde. Problems in algebraic number theory, volume 190 of Graduate
Texts in Mathematics. Springer-Verlag, New York, second edition, 2005.
[584] N.I. Muskhelishvili. Singular integral equations. Boundary problems of function theory and their
application to mathematical physics. Dover, 1992. Reprint of the 1953 edition, (2nd Russian ed.
1946).
[585] Wladyslaw Narkiewicz. Elementary and analytic theory of algebraic numbers. Springer Monographs
in Mathematics. Springer-Verlag, Berlin, third edition, 2004.
[586] Nasar, Sylvia. A beautiful mind. Touchstone, 1998.
[587] Naudin, P. and Quitté, C. Algorithmique algébrique. Masson, 1992.
[588] Jürgen Neukirch. Algebraic number theory, volume 322 of Grundlehren der Mathematischen Wissenschaften [Fundamental Principles of Mathematical Sciences]. Springer-Verlag, Berlin, 1999. Translated from the 1992 German original and with a note by Norbert Schappacher, With a foreword by
G. Harder.
23
[589] Albert Nijenhuis and Herbert S. Wilf. Combinatorial algorithms. Computer Science and Applied
Mathematics. Academic Press, a subsidiary of Harcourt Brace Jovanovich, Publishers. xiv+253 p.,
1978. 2nd ed. 1s ed in 1975.
[590] N.K.(ed.) Nikol’skij, V.P.(ed.) Khavin, and S.V.(ed.) Khrushchev. Studies on linear operators and
function theory. 99 unsolved problems of linear and complex analysis. (Issledovaniya po linejnym
operatoram i teorii funktsij. 99 nereshennykh zadach linejnogo i kompleksnogo analiza). Zapiski
Nauchnykh Seminarov LOMI, Tom 81. Akademiya Nauk SSSR, Ordena Lenina Matematicheskij
Institut im. V. A. Steklova, Leningradskoe Otdelenie. Leningrad : ”Nauka”, Leningradskoe Otdelenie. 296 p. R. 1.20, 1978.
[591] Noël, E. Le matin des mathématiciens I. Belin, 1985.
[592] Noël, E. La symétrie aujourd’hui. Seuil, 1989.
[593] Noël, E. Les sciences de la forme aujourd’hui. Seuil, 1994.
[594] R. Nogues. Théorème de Fermat. Son histoire. Nouveau tirage augmenté d’une préface historique
par M. Jean Itard. Albert Blanchard. Librairie Scientifique et Technique. xiv+169 p., 1966.
[595] Nolin, L. Matriel et logiciel t.2. Masson, 1988.
[596] Nordon D. Des cailloux dans les choses sûres. Belin, 19 ? ?
[597] Nordon, D. Peu plausible, mais vrai. Éditions du Choix, 1992.
[598] Nordon, Didier. Vous reprendrez bien un peu de vérité ? Belin, 2007.
[599] Richard (ed.) Nowakowski. Games of no chance. Combinatorial games at MSRI. Workshop, Berkeley, CA, USA, July 11-21, 1994. Cambridge University Press. xii, 537 p., 1998.
[600] Richard J.(ed.) Nowakowski. More games of no chance. Cambridge University Press. xii, 535 p.,
2002.
[601] Charles Stanley Ogilvy. Tomorrow’s math. Unsolved problems for the amateur. Oxford University
Press, 182 p., 1962.
[602] Charles Stanley Ogilvy and John T. Anderson. Excursions in number theory. Dover, 1996. Corrected
reprint of the 1966 Oxford University Press edition.
[603] Ore, Oystein. Abel, un mathématicien romantique. Belin, 1989.
[604] Ludek Pachman. Les ouvertures. Payot, 1994.
[605] Bruce Pandolfini. Chefs-d’oeuvre de Bobby Fisher. Solar-Echecs, 1990. Bobby Fisher’s outrageous
chess moves, 1985.
[606] Christos H. Papadimitriou and Kenneth Steiglitz. Combinatorial optimization : Algorithms and
complexity. Dover. xvi, 496 p., 1998. Corr. repr. of the 1982 original.
[607] Parzysz, Bernard and Hellegouarch, Yves. Musique et mathématique. Gammes naturelles. APMEP
brochure no 53, 1983.
[608] John Allen Paulos. Mathematics and humor. The University of Chicago Press. v+116 p., 1980.
[609] John Allen Paulos. Once upon a number. The hidden mathematical logic of stories. Basic Books.
viii+214 p., 1998.
[610] John Allen Paulos. A Mathematician Plays the Stock Market. Basic Books, 2003.
[611] Pavé, A. and Vansteenkiste, G.C. Artificial intelligence in numerical...simulation. Aléas, 1991.
[612] Marie-Anne Paveau and Georges-Élia Sarfati. Les grandes théories de la linguistique. Armand Colin,
2003.
[613] Péault, Hervé. Jeux II. APMEP brochure no 59, 1985.
24
[614] Peiffer, Jeanne and Dahan-Dalmedico, Amy. Une histoire des mathématiques : Routes et Dédales.
Seuil, 1986.
[615] Robin Pemantle and Mark C. Wilson. Analytic combinatorics in several variables, volume 140 of
Cambridge Studies in Advanced Mathematics. Cambridge University Press, Cambridge, 2013.
[616] Robin Pemantle and Mark C. Wilson. Analytic combinatorics in several variables, volume 140 of
Cambridge Studies in Advanced Mathematics. Cambridge University Press, Cambridge, 2013.
[617] Perelman, Y. Oh, les maths ! Dunod, 1994.
[618] Petit Archimède. Le nombre Pi (nouvelle édition). ADCS, 1992.
[619] Petit, J. P. Les aventures d’Anselme Lanterlu : A quoi rêvent les robots ? Belin, 199.
[620] Petit, J. P. Les aventures d’Anselme Lanterlu : Big bang. Belin, 199.
[621] Petit, J. P. Les aventures d’Anselme Lanterlu : Cosmic story. Belin, 199.
[622] Petit, J. P. Les aventures d’Anselme Lanterlu : Elle court, elle court l’inflation. Belin, 199.
[623] Petit, J. P. Les aventures d’Anselme Lanterlu : Le mur du silence. Belin, 199.
[624] Petit, J. P. Les aventures d’Anselme Lanterlu : Le trou noir. Belin, 199.
[625] Petit, J. P. Les aventures d’Anselme Lanterlu : L’informagique. Belin, 199.
[626] Petit, J. P. Les aventures d’Anselme Lanterlu : Mille milliards de soleils ! Belin, 199.
[627] Petit, J. P. Les aventures d’Anselme Lanterlu : Pour quelques ampères de plus. Belin, 199.
[628] Petit, J. P. Les aventures d’Anselme Lanterlu : Si on volait ? Belin, 199.
[629] Petit, J. P. Les aventures d’Anselme Lanterlu : Tout est relatif. Belin, 199.
[630] Petit, J. P. Les aventures d’Anselme Lanterlu : Le géométricon. Belin, 1991.
[631] Petit, J. P. Les aventures d’Anselme Lanterlu : Le topologicon. Belin, 1991.
[632] Miodrag Petković. Mathematics and Chess. Dover, 1997.
[633] Marko Petkovsek, Herbert S. Wilf, and Doron Zeilberger. A = B. With foreword by Donald E.
Knuth. A. K. Peters. xii+212 p., 1996.
[634] George M. Phillips. Mathematics is not a spectator sport. Springer, 2005.
[635] Pickover, Clifford A. Oh, encore des nombres ! Dunod, 2002. trad. de : Wonders of numbers, 2000.
[636] Pinet G. Mécanique rationnelle. Garnier, 1900 ?
[637] PLS. Le calcul intensif. Belin, 1989.
[638] PLS. La mathématique des jeux. Belin, 1990.
[639] Poincaré, H. La science et l’hypothèse. Champs Flammarion, 1989.
[640] G. Pólya. Mathematics and plausible reasoning. Vol. II : Patterns of plausible inference.2. rev. ed.,
with appendix. Princeton University Press,. x, 225 p., 1968.
[641] G. Pólya. Mathematics and plausible reasoning. Vol. I : Induction and analogy in mathematics.
Reprint of the 1954 orig. Princeton University Press. xvi, 280 p., 1990.
[642] George Pólya. How to solve it. A new aspect of mathematical method. Princeton University Press.
XV, 204 p., 1945.
[643] George Pólya. Mathematical discovery. On understanding, learning, and teaching problem solving.
Reprint in one volume. With a foreword by Peter Hilton. With a bibliography by Gerald Alexanderson. With an index by Jean Pedersen. John Wiley & Sons. XXV, 220 p., 1981.
[644] George Pólya. Collected papers. Volume III : Analysis. Ed. by Joseph Hersch and Gian- Carlo Rota.
Associate Editors : M. C. Reynolds, R. M. Shortt. Mathematicians of Our Time, 21. The MIT Press.
X, 536 p., 1984.
25
[645] George Pólya. Collected papers. Volume IV : Probability ; combinatorics ; teaching and learning in
mathematics. Ed. by Gian-Carlo Rota. Associate Editors : M. C. Reynolds, R. M. Shortt. Mathematicians of Our Time, 22. The MIT Press. IX, 642 p., 1984.
[646] George Pólya. The Pólya picture album : encounters of a mathematician. Ed. by G. L. Alexanderson.
Birkhäuser. 160 p. ; DM 78.00, 1987.
[647] George Pólya. Mathematical methods in science. Ed. by Leon Bowden. 3rd printing. New Mathematical Library. 26. Washington, DC : The Mathematical Association of America. xi, 234 p.,
1998.
[648] George Pólya and Gordon Latta. Complex variables. John Wiley & Sons. XIV, 327 p., 1974.
[649] George Pólya and Gábor Szegő. Isoperimetric inequalities in mathematical physics. Ann. Math.
Studies, 27. Princeton University Press. XVI, 279 p., 1951.
[650] George Pólya and Gábor Szegő. Problems and theorems in analysis I. Series, integral calculus, theory
of functions. Transl. from the German by Dorothee Aeppli. Reprint of the 1978 English translation.
Springer. xii, 386 p., 1998.
[651] George Pólya and Gábor Szegő. Problems and theorems in analysis II. Theory of functions, zeros,
polynomials, determinants, number theory, geometry. Transl. from the German by C. E. Billigheimer. Reprint of the 1976 English translation. Springer. xii, 392 p., 1998.
[652] George Pólya, Robert E. Tarjan, and Donald R. Woods. Notes on introductory combinatorics.
Progress in Computer Science, No.4. Birkhäuser. IX, 192 p., 1983.
[653] Pólya, Georg and Szegő, Gabor. Aufgaben und Lehrsätze aus der Analysis I & II. Springer, 1971.
4 ed. 1 ed. in 1925.
[654] Polynière, P. Expériences de physique. Laulne, 1709.
[655] Popper K. La logique de la découverte scientifique. Payot, 1973.
[656] Alfred S. Posamentier and Charles T. Salkind. Challenging problems in algebra. Dover, 1996. Reprint
of the Dale Seymour 1988 edition.
[657] Press, Flannery, Teukolsky, Vetterling. Numerical recipes in Pascal. Cambridge U.P., 1989.
[658] Protat. Des olympiades à l’agrégation. Ellipses, 1997.
[659] Quadrature. Numéros 1 62. Éditions du Choix, 2006.
[660] Quang. Maths en jeux 4/3. Bordas, 1990.
[661] Quang. Maths en jeux 6/5. Bordas, 1991.
[662] Quant. Mathématiques venues d’ailleurs. Belin, 1982.
[663] Queysanne, M. and Delachet, A. L’algèbre moderne. PUF Que sais-je ? 661, 1981. 9e éd.
[664] Raba Raoul. Le secret des pavages. Éditions du Moulin, 1991.
[665] A. Ralston and H.S. Wilf. Mathematical methods for digital computers. Vol. 2. John Wiley and
Sons. x+287 p., 1967.
[666] Anthony (ed.) Ralston and Herbert S.(ed.) Wilf. Mathematical methods for digital computers. John
Wiley & Sons. xi+293 p., 1960.
[667] Srinivasa Ramanujan. The lost notebook and other unpublished papers. Springer-Verlag, Berlin,
1988. With an introduction by George E. Andrews.
[668] Srinivasa Ramanujan. Collected papers. Edited by G. H. Hardy, P. V. Seshu Aiyar, B. M. Wilson.
AMS Chelsea. xxxviii+426 p., 2000. 1st ed : 1927 ; new preface to third printing by Bruce C. Berndt.
[669] Anatol Rapoport. Two-person game theory. Reprint of the 1966 original. Dover. 229 p., 1999.
26
[670] Anatol Rapoport. N -person game theory. Concepts and applications. Repr. of the 1970 original.
Dover. 331 p., 2001.
[671] Rauzy, G. Propriétés statistiques de suites arithmétiques. PUF, 1976.
[672] Reboul, Olivier. La rhétorique. PUF Que sais-je ? 2133, 1993. 4e éd., 1e éd. : 1984.
[673] La recherche. Histoire des nombres. Tallandier, 2007.
[674] Reinhardt and Soeder. Atlas des mathématiques. Poche, 1997.
[675] Daniel Revuz and Marc Yor. Continuous martingales and Brownian motion. 3rd ed. Graduate Texts
in Mathematics. 293. Springer. xiii, 602 p., 1999.
[676] Reysset, P. Les jeux de réflexion pure. PUF Que sais-je ? 2927, 1995. 1e éd.
[677] Paulo Ribenboim. My numbers, My friends. Springer, 2000.
[678] Ribenboim, P. The new book of prime numbers records. Springer, 1996.
[679] Frigyes Riesz and Béla Sz.-Nagy. Functional analysis. Dover. xii+504 p., 1990. Transl. from the
2nd French ed. by Leo F. Boron. Reprint of the 1955 orig. publ. by Ungar Publ. Co.
[680] John Riordan. An introduction to combinatorial analysis. John Wiley & Sons. X, 244 p., 1958.
[681] BenoˆRittaud. Quand les maths se font discrètes, volume 35 of Le collège de la cité. Le Pommier,
2008.
[682] Philippe Robert. Réseaux et files d’attente : méthodes probabilistes. Springer. xii, 368 p., 2000.
[683] Michel Roos. Histoire des échecs. Que sais-je ? PUF, 1990. 2520 1st ed.
[684] Michel Roos. Le jeu d’échecs. Que sais-je ? PUF, 1990. 1592 1st ed.
[685] Rostand, F. Souci d’exactitude et scrupules des mathématiciens. Vrin, 1960.
[686] Roubaud, J. Mathématique :. Seuil, 1997.
[687] Rousset and Six. Des physiciens de A à Z. Ellipses, 2000.
[688] Roux, D. Les 200 premiers problèmes de l’APMEP I. APMEP brochure no 92, 1993.
[689] Roux, D. Les 200 premiers problèmes de l’APMEP II. APMEP brochure no 93, 1994.
[690] Roux, D. Les 200 premiers problèmes de l’APMEP III. APMEP brochure no 94, 1994.
[691] R.Smullyan. Mystères sur échiquier avec Sherlock Holmes. Dunod, 1983. The chess mysteries of
Sherlock Holmes, 1979.
[692] Ruaud, Jean François and Warusfel, André. Exercices de mathématiques pour l’agrégation. Algèbre
3. Masson, 1995.
[693] Walter Rudin. Principles of mathematical analysis. McGraw-Hill Book Co., New York, third, 1st
ed in 1953 edition, 1976. International Series in Pure and Applied Mathematics.
[694] Rudin, W. Analyse fonctionnelle. Ediscience international, 1995.
[695] Ruelle, D. Hasard et chaos. Seuil, 1993.
[696] Bryan P. Rynne and Martin A. Youngson. Linear functional analysis. Springer Undergraduate
Mathematics Series. Springer-Verlag London Ltd., London, 2000.
[697] Sainte-Lagüe, A. Avec des nombres et des lignes. Vuibert, 1994.
[698] Jacques Sakarovitch. Éléments de théorie des automates. Vuibert, 2003.
[699] Sarmant, J.P. Dictionnaire de Physique. Hachette, 1981.
[700] Sawyer, W.W. Plaisir des mathématiques. Voici, 1943.
[701] Karen Saxe. Beginning functional analysis. Undergraduate Texts in Mathematics. Springer-Verlag,
New York, 2002.
27
[702] Doris Schattschneider and Michele Emmer, editors. M. C. Escher’s legacy. Springer-Verlag, Berlin,
2005. A centennial celebration, Papers from the M. C. Escher Centennial Conference held at the
University of Rome, Rome, June 24–26, 1998 and in Ravello, June 27–28, 1998, With 1 CD-ROM
(Windows and Macintosh), Reprint of the 2003 original [MR1964292].
[703] Schechter, Bruce. My brain is open. Touchstone, 1998.
[704] Alexander Schrijver. Combinatorial optimization. Polyhedra and efficiency (3 volumes). Algorithms
and Combinatorics 24. Springer. xxxvii, 1881 p., 2003.
[705] Schrödinger, E. Qu’est-ce que la vie ? Seuil, 1986.
[706] Schwartz, L. Un mathématicien aux prises avec le siècle. Odile Jacob, 1997.
[707] New Scientist. Mais qui mange les guêpes ? Points Seuil, 2006.
[708] Robert Sedgewick. Algorithms in C. Parts 1-4 : Fundamentals, data structures, sorting, searching.
3rd ed. Addison-Wesley. xix+716 p., 1997.
[709] Robert Sedgewick. Algorithms in C++. Part 5. Graph algorithms. 3rd ed. Addison-Wesley. xix+496
p., 1998.
[710] Robert Sedgewick and Philippe Flajolet. An introduction to the analysis of algorithms. Foreword
by D. E. Knuth. Addison-Wesley. xv, 492 p., 1996.
[711] Sedgewick and Flajolet. Introduction à l’analyse d’algorithmes. Thomson, 1996.
[712] Camil Seneca. Les échecs. Livre de Poche pratique, 1989 (1974).
[713] Serre. Corps locaux. Hermann, 1980 3 :1968 1962.
[714] Jean-Pierre Serre. Groupes algébriques et corps de classes. (Algebraic groups and class fields). 2ième
éd., rev. + corr. (Nouv. tirage). Actualités Scientifiques et Industrielles, 1264. Publications de
l’Institut de Mathématique de l’Université de Nancago, VII. Hermann. 208 p., 1984.
[715] Jean-Pierre Serre. Représentations linéaires des groupes finis. (Linear representations of finite
groups). 5ième éd., corr. et augm. de nouveaux exercices. Collection Méthodes. Paris : Hermann.
182 p., 1998.
[716] Jean-Pierre Serre. Œuvres. Collected papers. Vol. I : 1949–1959, Vol. II : 1960–1971, Vol. III :
1972–1984, Vol. IV : 1985–1998. Corrected 2nd printing of the 1st ed. Springer. xxiii+596 p./v.I ;
vi, 742 p./v.II ; vi, 731 p./v.III ; viii+694 p./v.IV, 2003.
[717] Serre, J.P. Cours d’arithmétique. PUF, 1970.
[718] Serres, M. Les origines de la géométrie. Flammarion, 1993.
[719] Frits Van Seters. Le guide marabout des échecs. Marabout, 1991 (1972).
[720] Daniel Shanks. Solved and unsolved problems in number theory. 4th ed. Chelsea. xiii, 305 p., 1993.
[721] Bruce Shawyer and Bruce Watson. Borel’s methods of summability. Oxford Mathematical Monographs. The Clarendon Press Oxford University Press, New York, 1994. Theory and applications,
Oxford Science Publications.
[722] A. N. Shiryaev. Probability, volume 95 of Graduate Texts in Mathematics. Springer-Verlag, New
York, second edition, 1996. Translated from the first (1980) Russian edition by R. P. Boas.
[723] D.O. Shklyarskii, N.N. Chentsov, and I.M. Yaglom. The USSR Olympiad problem book. Selected
problems and theorems of elementary mathematics. Dover. xvi, 452 p., 1993. Transl. from the 3rd
Russian ed. by John Markovich. Rev. and edited by Irving Sussman.Repr. of the 1962 transl.
[724] Sierpinski, W. 250 problèmes de théories des nombres. Hachette, 197 ?
[725] Sigler, L.E. Fibonacci’s Liber Abaci. Springer, 2003.
28
[726] Joseph H. Silverman and John Tate. Rational points on elliptic curves. Undergraduate Texts in
Mathematics. Springer-Verlag, New York, 1992.
[727] Singh, S. Fermat’s last theorem. Fourth estate, 1997.
[728] Lucy Joan Slater. Generalized hypergeometric functions. Cambridge University Press, Cambridge,
1966.
[729] Sergei Yu. Slavyanov and Wolfgang Lay. Special functions. Oxford Mathematical Monographs.
Oxford University Press, Oxford, 2000. A unified theory based on singularities, With a foreword by
Alfred Seeger, Oxford Science Publications.
[730] Donald Smeltzer. Man and number. Reprint of the 1958 orig. Dover. x, 118 p., 2003.
[731] Smullyan, R. Le livre qui rend fou. Dunod, 1984.
[732] Smullyan, R. Ca y est, je suis fou. Dunod, 1993.
[733] Smullyan, R. Les théorèmes d’incomplétudes de Gödel. Masson, 1993.
[734] Smullyan, R. Quel est le titre de ce livre ? Dunod, 2000, 1981.
[735] Smullyan, Raymond. Les énigmes de Shéhérazade. Flammarion, 1998. Translated from “The Riddle
of Scheherazade”, 1997.
[736] Alexander Soifer. How does one cut a triangle ? With 80 illustr. and introductions by Philip L.
Engel, Paul Erdős, Branko Grünbaum and Cecil Rousseau. Colorado Springs : Center for Excellence
in Mathematical Education. xiii+140 p., 1990.
[737] Soifer, A. Les mathématiques par la résolution de problèmes. Éditions du Choix, 1995.
[738] Sortais, Y. and Sortais, R. La géométrie du triangle. Hermann, 1994.
[739] Alexei Sossinsky. Knots. Mathematics with a twist. Translated from the French by Giselle Weiss.
Harvard University Press. xix, 127 p., 2002.
[740] J. Spencer. The strange logic of random graphs. Algorithms and Combinatorics. 22. Springer. x,
168 p., 2001.
[741] Joel Spencer. Ten lectures on the probabilistic method. 2nd ed. CBMS-NSF Regional Conference
Series in Applied Mathematics. 64. Philadelphia, PA : SIAM, Society for Industrial and Applied
Mathematics. vi, 88 p., 1994.
[742] Richard P. Stanley. Enumerative combinatorics. Vol. 1. 2nd ed. Cambridge University Press. xi,
325 p., 1997.
[743] Richard P. Stanley. Enumerative combinatorics. Vol. 2, volume 62 of Cambridge Studies in Advanced
Mathematics. Cambridge University Press, Cambridge, 1999. With a foreword by Gian-Carlo Rota
and appendix 1 by Sergey Fomin.
[744] Richard P. Stanley. Enumerative combinatorics. Volume 2. Cambridge University Press. xii+581
p., 1999.
[745] Richard P. Stanley. Algebraic combinatorics. Undergraduate Texts in Mathematics. Springer, New
York, 2013. Walks, trees, tableaux, and more.
[746] Dennis Stanton and Dennis White. Constructive combinatorics. Undergraduate Texts in Mathematics. Springer. X, 183 p., 1986.
[747] Stewart, Ian. Rose Polymath : Oh ! Catastrophe. Belin, 1982.
[748] Stewart, Ian. Rose Polymath :Ah ! les beaux groupes. Belin, 1982.
[749] Stewart, Ian. Les mathématiques. Belin, 1989.
[750] Stewart, Ian. Les chroniques de Rose Polymath : Les fractals. Belin, 1994.
29
[751] Stewart, Ian. Visions géométriques. Belin, 1994.
[752] Stewart, Ian. Math Hysteria. Oxford University Press. 235 p., 2004.
[753] Stewart, Ian. Ta moitié est plus grande que la mienne ! Dunod, 2007. trad. de : How to cut a cake
and other mathematical conundrums, 2006.
[754] Thomas Jan Stieltjes. Œuvres complètes. Collected papers. Ed by Gerrit van Dijk. Volumes 1 and
2. Springer. ix, 566 p./v.1 ; vi, 750 p./v.2, 1993.
[755] John Stillwell. Mathematics and its history. Undergraduate Texts in Mathematics. Springer-Verlag,
New York, second edition, 2002.
[756] Strathern, Paul. Turing et l’ordinateur. Mallard Je connais, 1998.
[757] Sverdlovsk. The Sverdlovsk notebook. Unsolved problems of the theory of semigroups. (Sverdlovskaja
tetrad’.). Sverdlovsk : Ural’skii gosud. universitet. 12 p. R. 0.05, 1969.
[758] George G. Szpiro. La conjecture de Poincaré. JC Lattès, 2007.
[759] Tangente. Numéros 4 111 (fin :123). Pôle Éditions, 2006. missing : 1,2,3.
[760] Terence Tao. Solving mathematical problems. Oxford University Press, Oxford, 2006. A personal
perspective.
[761] Terence Tao and Van Vu. Additive combinatorics, volume 105 of Cambridge Studies in Advanced
Mathematics. Cambridge University Press, Cambridge, 2006.
[762] Xavier Tartakover. Bréviaires des échecs. Livre de Poche pratique, 1993 (1933).
[763] Tauvel, P. Exercices de mathématiques pour l’agrégation. Algèbre 2. Masson, 1995.
[764] Tenenbaum. Introduction à la théorie analytique et probabiliste des nombres. SMF, 1995.
[765] Tenenbaum and Wu. Exercices corrigés de théorie analytique et probabiliste des nombres. SMF,
1995.
[766] Tenenbaum, G. and Mendès France, M. Les nombres premiers. PUF Que sais-je ? 571, 1997.
[767] Tenenbaum, G. and Mendès France, M. Les nombres premiers. PUF Que sais-je ? 571, 2000. 2e éd.,
1e ed. : 1997.
[768] Louis Thépault. Pour le plaisir de se casser la tête ! Dunod, 2003.
[769] L. Thomas. Games theory and applications. Reprint of the 1986 edition. Dover. 279 p., 2003.
[770] H. Tietze. Famous problems of mathematics. Solved and unsolved mathematical problems from
antiquity to modern times. Authorized translation from the second (1959) revised German edition.
Edited by Beatrice Kevitt Hofstadter and Horace Komm. Graylock Press. XVI, 367 p., 1965.
[771] Tom Tit. Les bons jeudis. Vuibert, 2004. Revised version of the 1906 first edition.
[772] Titchmarsh. The theory of the Riemann zeta function. Clarendon, 1951.
[773] Trignan, J. Fractions continues, différences finies. Éditions du Choix, 1994.
[774] Paul Turán. Collected papers of Paul Turán. Volumes 1-3. Budapest : Akadémiai Kiadó. xxxviii+2665 p., 1990.
[775] W. T. Tutte. Graph theory as I have known it, volume 11 of Oxford Lecture Series in Mathematics
and its Applications. The Clarendon Press Oxford University Press, New York, 1998. With a
foreword by U. S. R. Murty.
[776] W. T. Tutte. Graph theory, volume 21 of Encyclopedia of Mathematics and its Applications. Cambridge University Press, Cambridge, 2001. With a foreword by Crispin St. J. A. Nash-Williams,
Reprint of the 1984 original.
[777] W.T. Tutte. GRaph Theory. Cambridge University Press. xxi, 333 p., 2001.
30
[778] B.L. van der Waerden. Algebra. Volume I. Based in part on lectures by E. Artin and E. Noether. Transl. from the German 7th ed. by Fred Blum and John R. Schulenberger. 1st paperback ed.
Springer. xiv, 265 p., 2003.
[779] B.L. van der Waerden. Algebra. Volume II. Based in part on lectures by E. Artin and E. Noether.
Transl. from the German 5th ed. by John R. Schulenberger. 1st paperback ed. Springer. xii, 284 p.,
2003.
[780] J.H. van Lint and R.M. Wilson. A course in combinatorics. 2nd ed. Cambridge University Press.
xiv, 602 p., 2001.
[781] Verdier, N. L’infini en mathématiques. Flammarion Dominos, 1997.
[782] A.M.(ed.) Vershik. Asymptotic combinatorics with applications to mathematical physics. A European
mathematical summer school held at the Euler Institute, St. Petersburg, Russia, July 9–20, 2001.
Lecture Notes in Mathematics. 1815. Springer. x, 245 p., 2003.
[783] Anatoly M. Vershik, editor. Asymptotic combinatorics with applications to mathematical physics,
volume 1815 of Lecture Notes in Mathematics. Springer-Verlag, Berlin, 2003. Papers from the
European Mathematical Summer School held in St. Petersburg, July 9–22, 2001.
[784] I.M. Vinogradov. Elements of number theory. Transl. from the 5th rev. ed. by S. Kravetz. Dover.
viii+227 p., 1954.
[785] John von Neumann and Oskar Morgenstern. Theory of games and economic behavior. 1st paperback
ed. (Repr. of 3rd ed. H/C). Princeton, New Jersey : Princeton University Press. XX, 641 p., 1980.
[786] M. Waldschmidt, P. Moussa, J. M. Luck, and C. Itzykson, editors. From number theory to physics.
Springer-Verlag, Berlin, 1992. Papers from the Meeting on Number Theory and Physics held in Les
Houches, March 7–16, 1989.
[787] Michel Waldschmidt. Nombres transcendants et groupes algébriques. (Transcendental numbers and
algebraic groups). Complété par deux appendices de Daniel Bertrand et Jean-Pierre Serre. 2e éd.
Astérisque, 69/70. Publié avec le concours du Centre National de la Recherche Scientifique. Société
Mathématique de France. 218 p., 1987.
[788] Peter Walker. Examples and theorems in analysis. Springer-Verlag London Ltd., London, 2004.
[789] Wolfgang Wasow. Asymptotic expansions for ordinary differential equations. Dover. x+374 p., 1987.
Reprint of the 1976 ed. by Robert E. Krieger Publ. Co. 1 ed : 1965.
[790] Edwin Weiss. Algebraic number theory. Reprint of the 1963 original. Dover. x, 275 p., 1998.
[791] Weyl H. Le continu et autres écrits. Vrin, 1994.
[792] E.T. Whittaker and G.N. Watson. A course of modern analysis. An introduction to the general
theory of infinite processes and of analytic functions ; with an account of the principal transcendental
functions. Repr. of the 4th ed. 1927. Cambridge University Press. 608 p., 1996.
[793] Herbert S. Wilf. Mathematics for the physical sciences. Dover. xii+284 p., 1978. Unabr. republ. of
1962 orig. publ. by John Wiley & Sons.
[794] Herbert S. Wilf. Combinatorial algorithms : an update, volume 55 of CBMS-NSF Regional Conference Series in Applied Mathematics. Society for Industrial and Applied Mathematics (SIAM),
Philadelphia, PA, 1989.
[795] Herbert S. Wilf. Generatingfunctionology. 2nd ed. Boston, MA : Academic Press. x, 228 p., 1994.
[796] Herbert S. Wilf. Algorithms and complexity. 2nd ed. A. K. Peters. ix, 219 p., 2002.
[797] Herbert S. Wilf. generatingfunctionology. A K Peters Ltd., Wellesley, MA, third edition, 2006.
[798] H.S. Wilf. Programming for a digital computer in the FORTRAN language. Addison-Wesley. Vii+86
p., 1969.
31
[799] H.S. Wilf. Finite sections of some classical inequalities. Ergebnisse der Mathematik und ihrer
Grenzgebiete. 52. Springer. 83 p., 1970.
[800] Peter Winkler. Mathematical puzzles. A connoisseur’s collection. A. K. Peters. xi, 163 p., 2004.
[801] David (ed.) Wolfe and Tom (ed.) Rodgers. Puzzlers’ tribute. A feast for the mind. A. K. Peters.
xiii+420 p., 2002.
[802] Peter Wolt. Même pas fausse ! Dunod, 2007.
[803] Bernard Ycart. Modèles et algorithmes Markoviens. Springer. xii, 272 p., 2002.
[804] Zaslavsky, C. L’Afrique compte. Éditions du Choix, 1995.
[805] A.H. Zemanian. Generalized integral transformations. Dover. xvi+300 p., 1987. Unabridged republ.
of the 1968 orig. publ. by Interscience.
[806] Kehe Zhu. Spaces of holomorphic functions in the unit ball, volume 226 of Graduate Texts in
Mathematics. Springer-Verlag, New York, 2005.
[807] Zizi, Jacqueline. Mathématiques, informatique et enseignement 2t. Éditions du Choix, 1993.
[808] Zizi, Jacqueline. Mathematica pour classes préparatoires et DEUG scientifiques. Springer, 1997.
[809] Zuily, C. and Queffélec, H. Eléments d’analyse pour l’agrégation. Masson, 1995.
32