3D multiresolution context-based coding for geometry compression

In this paper, we propose a 3D geometry compression technique for densely sampled surface meshes. Based on a 3D multiresolution analysis (performed by a 3D Discrete wavelet transform for semiregular meshes), this scheme includes a model-based bit allocation process across the wavelet subbands and an efficient surface adapted weighted criterion for 3D wavelet coefficient coordinates. This permits to highly improve the visual quality of quantized meshes obtained by classical bit allocation based on MSE distortion. Moreover, the coefficients are encoded with an original 3D context-based bitplane arithmetic coder. The main contribution of this paper is the introduction of 3D multiresolution contexts adapted to 3D semiregular mesh geometry information.