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- Weiler算法Weiler algorithm
- Weiler-Atherton算法Weiler-Atherton algorithm
- 算法设计algorithm design
- 算法设计与分析The Design and Analysis of Algorithm
- 多边形 -弧段 -结点之间的联系是描述多边形空间拓扑关系的重要方法 ,为了维护裁剪前后这种拓扑关系的正确与继承性 ,本文在 Weiler- Atherton算法的基础上提出了一种新的算法 .The relationships of polygons arcs nodes are the key method of describing the spatial topological attributes of polygons. This paper introduces a new clipping algorithm which improves Weiler Atherton algorithm for keeping the topological attributes.
- 控制算法control algorithm
- 聚类算法clustering algorithm
- 启发式算法heuristic algorithm
- 迭代算法iterative algorithm
- 最优控制算法algorithm for optimal control
- 渐缩算法knapsack algorithm
- 调度算法scheduling algorithm
- K-P算法K-P calculation
- KKR算法KKR calculation
- 逼近算法approximate algorithm
- "分裂和合并" 算法split-and-merge algorithm
- 按序算法sequential algorithm
- 编译算法compiling algorithm
- 标准算法canonical algorithm
- 并行算法parallel algorithms