...hs) • 不同形态的图有许多,本节将介绍4种特殊 形图(Special Graph):(1) 完整图 (Complete Graph)、(2) 正规图(Regular Graph)、(3) 二分图(Bipartite Graph)、(4) 树形图(Tree Graph)。 5-6 (Matrices) • 设有图(Graph) G = (V, E),V = {V1, V2, …
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但是在阿拉木图举办的正规的斗狗冠军争夺赛则完全不同。
But an official dog fight championship held in Almaty is quite a different thing.
对于所谓强正规的图,我们将把条件改写成更有吸引力的形式。
For the so-called strongly regular graphs we shall rewrite the condition in a more attractive form.
引入了互补余因式对、正规双图和可行撕裂点集的概念。
The concepts of complementary cofactor pairs, normal double-graphs and feasible torn vertex sets are introduced.
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