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A non-rigid cluster rewriting approach to solve systems of 3D geometric constraints

机译：一种非刚性聚类重写方法，用于解决三维几何约束系统

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Hilderick A. Van Der Meiden; Willem F. Bronsvoort;
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年度 2009
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1. A non-rigid cluster rewriting approach to solve systems of 3D geometric constraints [J] . Hilderick A. van der Meiden, Willem F. Bronsvoort Computer-Aided Design . 2010,第1期

机译：解决3D几何约束系统的非刚性簇重写方法
2. A history-independent modelling-oriented approach to solve geometric constraints between features in 3D space [J] . Wang Y, Chen L, Huang Z, The International Journal of Advanced Manufacturing Technology . 2005,第3a4期

机译：面向历史的建模方法，用于解决3D空间中要素之间的几何约束
3. A constructive approach to solving 3-D geometric constraint systems using dependence analysis [J] . Yan-Tao Li, Shi-Min Hu, Jia-Guang Sun Computer-Aided Design . 2002,第2期

机译：使用相关性分析求解3-D几何约束系统的一种建设性方法
4. Solving Systems of 3D Geometric Constraints with Non-rigid Clusters [C] . Hilderick A. van der Meiden, Willem F. Bronsvoort Advances in Geometric Modeling and Processing . 2008

机译：具有非刚性簇的3D几何约束求解系统
5. Graph-based approach for solving geometric constraint problems. [D] . Hsu, Ching-Yao. 1996

机译：用于解决几何约束问题的基于图的方法。
6. A Geometric Approach to Joint 2D Region-Based Segmentation and 3D Pose Estimation Using a 3D Shape Prior [O] . Samuel Dambreville, Romeil Sandhu, Anthony Yezzi, -1

机译：基于2D区域的分割和3D姿态估计使用3D形状的几何方法
7. Using geometric constraints to solve the point correspondence problem in fringe projection based 3D measuring systems [O] . Bräuer-Burchardt, C., Munkelt, C., Heinze, M., 2011

机译：利用几何约束求解基于条纹投影的三维测量系统中的点对应问题
8. Within ARM's (Abstract Rewriting Machine's) Reach: Compilation of Left-Linear Rewrite Systems Via Minimal Rewrite Systems; Software engineering rept [R] . Fokkink, W. J., Kamperman, J. F. T., Walters, H. R. 1997

机译：在aRm（抽象重写机）的范围内：通过最小重写系统编译左线性重写系统;软件工程部

A non-rigid cluster rewriting approach to solve systems of 3D geometric constraints

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