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Lifting Wavelet Coding with Modified Permutation for 2-D Structured Geometry of Polygonal Mesh

机译:提升小波编码,具有多边形网格的2-D结构几何形状的修改置换

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A new coding scheme for geometry data of a polygonal mesh based on a structuring process of a 3-D model on a triangular lattice plane is proposed. A complex connectivity of the polygonal mesh is structured by assigning a vertex of the 3-D model to several nodes of triangular lattice plane with maintaining the connectivity. The geometry data of a vertex are arranged at the position of the representative node which is selected from the nodes to which the vertex is assigned. The structured geometry data with many undefined node points on a triangular lattice plane have to be coded efficiently. In this paper, we present a lifting wavelet based coding scheme for geometry data compression with permutation and coefficient modification process. The permutation process for an expanded node at an even location and the neighboring representative node arranges more representative nodes into the lower frequency band. The modification process uses the modified coefficients obtained from the coefficients of the adjacent representative nodes instead of the original coefficients to restrain increases in the decomposed coefficients with larger magnitude. Experimental results show that the proposed scheme gives better coding performance than usual schemes.
机译:提出了一种基于三角形格平面上的三维模型的结构化的多边形网格的几何数据的新编码方案。多边形网格的复合连接通过将三维模型的顶点分配给三角格平面的几个节点,以保持连接。顶点的几何数据被布置在从分配顶点的节点中选择的代表节点的位置。必须有效地编码具有三角格平面上的许多未定义节点点的结构化几何数据。本文介绍了一种基于升降小波的编码方案,用于具有置换和系数修改过程的几何数据压缩。在偶数位置和相邻代表节点处的扩展节点的置换过程将更多代表性节点排列到较低频带中。修改过程使用从相邻代表节点的系数而不是原始系数获得的修改系数来限制具有较大幅度的分解系数中的增加。实验结果表明,该方案提供比平常方案更好的编码性能。

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