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When k=1, the graph after the first move is always K1,1,2; Min moving next can prevent a third move, while Max moving next can guarantee a third move. For k≥2, any move by the first player joins endpoints of two deleted edges, and the second player can play the edge joining ...
知网 ResearchGate zentralblatt-math.org 相似文献 参考文献 引证文献Matchings in Graphs on Non-orientable Surfaces We generalize Kasteleyn's method of enumerating the perfect matchings in a planar graph to graphs embedding on an arbitrary compact boundaryless 2-manifold... Glenn,Tesler - 《Journal of...
THE BASICS (MATH, WAVES, etc.) FOR THE NONPHYSICAL SCIENTIST Mark E. Brezinski MD, PhD, in Optical Coherence Tomography, 2006 1.3 IMAGINARY NUMBERS Imaginary numbers will be used frequently throughout the text. To many people, it is concerning that numbers exist that are called imaginary. Howe...
The connected edge geodetic number of a graph. Sci. Ser. A Math. Sci. (N.S.) 17 (2009), 67-82 For verticesnd v inonnected graph G = (V, E),he distance d(u, v) ishe lengthfhortest - v path in G. — v pathf length d(u, v) isalled — v geodesic.et V is... A...
Let G be a graph with a nonempty edge set, we denote the rank of the adjacency matrix of G and the term rank of G, by rk ( G ) and Rk ( G ) , respectively. It was conjectured [C. van Nuffelen, Amer. Math. Monthly 83 (1976) 265–266], for any graph G, χ ( G ) rk...
Let F n be a fullerene graph with n vertices. The Clar number c(F n ) of F n is the maximum size of sextet patterns, the sets of disjoint hexagons which are all M-alternating for a perfect matching (or Kekulé structure) M of F n . A sharp upper bound of Clar number for...
ResearchGate 钛学术 new1.dli.ernet.in (全网免费下载) zentralblatt-math.org insa.nic.in (全网免费下载) 查看更多 相似文献 引证文献Total domination edge critical graphs Denote the total domination number of a graph G by gamma(t)(G). A graph G is said to be total domination edge critical, ...
ML Gargano,M Lewinter,JF Malerba - 《Graph Theory Notes N Y》 被引量: 8发表: 2003年 On the Sparing Number of the Edge-Corona of Graphs Let $\\mathbb{N}_0$ be the set of all non-negative integers and$\\mathcal{P}(\\mathbb{N}_0)$ be its the power set. An integer additive...
2.1.84 Part 1 Section 17.3.2.20, lang (Languages for Run Content) 2.1.85 Part 1 Section 17.3.2.21, noProof (Do Not Check Spelling or Grammar) 2.1.86 Part 1 Section 17.3.2.22, oMath (Office Open XML Math) 2.1.87 Part 1 Section 17.3.2.25, r (Text Run) 2.1.88 Part 1 Sect...