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Geometry Coding for Triangular Mesh Model with Structuring Surrounding Vertices and Connectivity-Oriented Multiresolution Decomposition

机译：三角网格模型的几何编码，具有结构化周围顶点和以连接为导向的多分辨率分解

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Shuji WATANABE; Akira KAWANAKA;
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年度 2011
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1. Geometry Coding for Triangular Mesh Model with Structuring Surrounding Vertices and Connectivity-Oriented Multiresolution Decomposition [J] . Shuji WATANABE, Akira KAWANAKA IEICE transactions on information and systems . 2011,第4期

机译：具有周围顶点构造和面向连通性的多分辨率分解的三角形网格模型的几何编码
2. Geometry Coding for Triangular Mesh Model with Structuring Surrounding Vertices and Connectivity-Oriented Multiresolution Decomposition [J] . Shuji WATANABE, Akira KAWANAKA IEICE Transactions on Information and Systems . 2011,第4期

机译：具有周围顶点构造和面向连通性的多分辨率分解的三角形网格模型的几何编码
3. Efficient coding for dynamic 3-D mesh with vertices structuring and connectivity-oriented multiresolution decomposition [J] . Sakuragi K., Zhou B., Fujita Y., Digital Signal Processing . 2013,第1期

机译：具有顶点结构和面向连接的多分辨率分解的动态3D网格的高效编码
4. Multiresolution decomposition for triangular mesh geometry coding based on structuring surrounding vertices [C] . Watanabe S., Kawanaka A. Image Processing (ICIP 2009), 2009 . 2009

机译：基于周围顶点构造的三角网格几何编码多分辨率分解
5. Construction of structured LDPC codes based on geometry decomposition, masking and superposition. [D] . Xu, Jun. 2003

机译：基于几何分解，掩蔽和叠加的结构化LDPC码构造。
6. A three-dimensional finite element model of human atrial anatomy: New methods for cubic Hermite meshes with extraordinary vertices [O] . Matthew J. Gonzales, Gregory Sturgeon, Adarsh Krishnamurthy, -1

机译：人心房解剖学三维有限元模型：具有非凡顶点的立方Hermite网格的新方法
7. Triangular Mesh Geometry Coding with Connectivity Oriented Multiresolutional Decomposition Based on Structuring of Surrounding Vertices [O] . Shuji Watanabe, Akira Kawanaka 2008

机译：基于围绕顶点的结构化的三角网格几何编码与连通性多分辨率分解
8. Triplet: A Two-Dimensional, Multigroup, Triangular Mesh, Planar Geometry, Explicit Transport Code [R] . Reed, W. H., Hill, T. R., Brinkley, F. W., 1973

机译：三元组：二维，多组，三角网格，平面几何，显式传输代码

Geometry Coding for Triangular Mesh Model with Structuring Surrounding Vertices and Connectivity-Oriented Multiresolution Decomposition

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