Download 3D Visualization using virtual view generation for stereoscopic
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8 CHAPTER 1. INTRODUCTION together cover every angle. The previous situation leads to Multiview video (MVV) applications. If the goal is to have a full 3D representation of the scene, so that the viewer can move freely around it and have a view of every spot, an excessive number of cameras should be used, and consequently, two much memory and CPU would be required. Hence, the creation of virtual views stands as a major challenge, as a way of reducing the number of cameras by reconstructing a specific point of view from the information of two nearby cameras. A clear example would be the scene in Figure 1.1. If the purpose is to move around the kitchen with total freedom, it is necessary to have the information from different cameras covering the area. For instance, the current view makes it impossible to see whether there is something behind the table or not, while a camera placed one meter on the right might provide more information. Then, if both informations were combined, every spot could be reconstructed by one or the other image. 1.2 Objectives Sometimes, the available cameras cannot provide images of a certain position in a concrete scene, and then, instead of using more cameras, which may not be possible in some cases, image processing techniques reconstruct the desired view, taking into account the position and the rotation desired, and using images from the nearest cameras, as long as other information. The idea, always, is to recreate the maximum space with a reduced number of cameras, which would be the first goal of the project: the creation of virtual views. Another example of this can be seen in Figure 1.2, where there is a circular room surrounded by eight cameras. Each of them is placed in a different spot so they all together cover a major part of the scene. Therefore, using the information of two of them, considering the redundancy in their images, it is possible to create a virtual camera in any position between the original ones.