Degree of graph nodes collapse all in pageSyntax D = degree(G) D = degree(G,nodeIDs)Description D = degree(G) returns the degree of each node in graph G. The degree is the number of edges connected to each node. example D = degree(G,nodeIDs) returns the degree of the nodes speci...
Degree of graph nodes collapse all in pageSyntax D = degree(G) D = degree(G,nodeIDs)Description D = degree(G) returns the degree of each node in graph G. The degree is the number of edges connected to each node. example D = degree(G,nodeIDs) returns the degree of the nodes speci...
23 ANDREAS HOLMSEN_ EXTENSIONS OF THE (P,Q) THEOREM 1:01:33 ANDREY KUPAVSKII_ BINARY SCALAR PRODUCTS 1:09:29 CLAUDE TARDIF_ THE CHROMATIC NUMBER OF THE PRODUCT OF 15-CHROMATIC GRAPHS CAN BE 56:32 DAVID WOOD_ UNIVERSAL GRAPH PRODUCT STRUCTURES 1:01:36 LEGENDRIAN CABLES 1:05:42 MÁRTON...
Avertexcan form an edge with all other vertices except by itself. So the degree of a vertex will be up to thenumber of vertices in the graph minus 1. This 1 is for the self-vertex as it cannot form a loop by itself. If there is a loop at any of the vertices, then it is not...
If G is a connected graph with vertex set V, then the degree distance of G, D'(G), is defined as Sigma({u,v}subset of V)(deg u + deg v) d(u, v), where deg w is the degree of vertex w, and d(u, v) denotes the distance between u and v. We prove the asymptotically ...
A novel graph invariant defined as D'(G) = Sigma(upsilon epsilon upsilon(G)) deg(upsilon) D(upsilon), where D(upsilon) is the sum of distances between u and all vertices of a graph G, is considered. Properties of the invariant are compared with properties of the Wiener index. A conje...
agraph in which the degree of each point is around k 程度每点是在k附近的图表[translate]
If G is a connected graph with vertex set V, then the degree distance of G, D′(G), is defined as ∑{u,v}⊆V(degu+degv)d(u,v), where degw is the degree of vertex w, and d(u,v) denotes the distance between u and v. We prove the asymptotically sharp upper bound D′(...
For a finite group G, the character degree graph Δ(G) is the graph whose vertices are the primes dividing the degrees of the ordinary irreducible characte... ML Lewis,DL White - 《Journal of Algebra》 被引量: 19发表: 2013年 Character Degree Graphs of Solvable Groups of Fitting Height $...
Full Proof of the Existence of a Degree 8 Circulant graph of Order\n L(8,k) of Arbitrary Diameter k "Thedegree-diameter problem for circulant graphs of degree 8 and 9" by the author.To avoid the paper being unduly long the exceptions for only one ... R Lewis - 《Mathematics》 被引...