Generic Algorithm of Color Planar Graph 平面图着色的遗传算法
This paper studies the stability of coincident points for set valued mappings and proves their generic stability in the sense of graph topology. 研究了集值映象重合点的稳定性,在集值映象的图象拓扑的意义下,证明了其重合点的通有稳定性。
As a generalization, we study the generic stability of equilibrium points of set-valued mappings under graph topology. 作为推广,研究了图像拓扑下集值映射平衡点集的通有稳定性。
The generic link-based dataset we consider is essentially a directed graph, which the nodes are objects and edges are links between objects. 通常,认为基于链接的数据集合本质上是一个有向图,其中节点表示数据集合中的对象,边表示对象间的链接关系。
The GENERIC trees are converted into GIMPLE form and a subsequent control flow graph to support SSA-based optimizations. GENERIC树被转换成GIMPLE形式,进而转换成控制流图,以支持基于SSA的优化。