Efficient Streaming of 3D Scenes with Complex Geometry and Complex Lighting

shows, after some inessential reductions one sees that the class of symmetric spaces to which one might hope to extend the aforementioned complex geometric results corresponds to

Calculated estimates of the increase in the performance of calculations are obtained using the example of predicting the motion parameters of small spacecraft using the CUDA

The automorphism group of the complex of do- mains is closely related to the group of isotopy classes of homeomorphisms of S, the so-called extended mapping class group of S, though

It is an immediate consequence of the analytical continuation property 6.7 and Wolpert’s theorem 5.7 that complex Fenchel-Nielsen coordinates are Darboux co- ordinates for the

In order to test and validate our approach, we implemented our techniques based on volume encoded forest scenes [Decaudin and Neyret 2004], in which precomputed lighting and

In this paper we describe a unified data-structure, the 3D Vis- ibility Complex which encodes the visibility information of a 3D scene of polygons and smooth convex objects.. This

The current implementation only handles static environments, but we have studied the use of the visibility complex in the case of dynamic environments and described an

The tangency volumes give us a partition of the dual space of the 3D lines according to the objects they intersect.. We call this partition the