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[PDF] Top 20 Upper bounds for the number of spanning trees of graphs

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Upper bounds for the number of spanning trees of graphs

Upper bounds for the number of spanning trees of graphs

... some upper bounds for the number of spanning trees of graphs in terms of the number of vertices, the number of edges and the vertex degrees of ...these upper ... See full document

7

Number of spanning trees of new join graphs

Number of spanning trees of new join graphs

... of graphs, where one can generate many new graphs from a given set of ...complexity, number of spanning trees, of some new join graphs, using linear algebra, Chebyshev ... See full document

12

Counting the number of spanning trees of graphs

Counting the number of spanning trees of graphs

... all graphs are ...A spanning tree in a graph G is a tree that has the same vertex set as ...the number of spanning trees τ(G) in a graph has an old history and has been very active ... See full document

11

Upper bounds for the bondage number of graphs on topological surfaces

Upper bounds for the bondage number of graphs on topological surfaces

... We consider simple finite non-empty graphs. For a graph G, its vertex and edge sets are denoted, respectively, by V (G) and E (G). We also use the following standard notation: d(v) for the degree of a vertex v in ... See full document

11

Randomized algorithms and upper bounds for multiple domination in graphs and networks

Randomized algorithms and upper bounds for multiple domination in graphs and networks

... the upper bounds of Theorems 4, 6, 8 and ...the upper bound of Theorem ...the upper bound for the double domination ...domination number, an interesting approximation algorithm was ... See full document

16

Lower and upper bounds of shortest paths in reachability graphs

Lower and upper bounds of shortest paths in reachability graphs

... polynomial bounds for the length of the shortest paths connection of two given markings for three classes of net systems: safe conflict- free systems, safe marked graphs, and live and safe extended ... See full document

14

The bondage number of graphs on topological surfaces and Teschner's conjecture

The bondage number of graphs on topological surfaces and Teschner's conjecture

... lower bounds for the number of vertices of graphs 2-cell embeddable on topological surfaces of a given ...stronger upper bounds for graphs with no triangles and graphs ... See full document

19

Random Spanning Trees and the Prediction of Weighted Graphs

Random Spanning Trees and the Prediction of Weighted Graphs

... smallest number of balls of resistance diameter ρ it takes to cover the nodes of ...line graphs) by building a binary tree on ...the number of nodes ...corresponding number of mistakes is the ... See full document

34

Bounds on the number of closed walks in a graph and its applications

Bounds on the number of closed walks in a graph and its applications

... the number of walks and closed walks in a ...several upper bounds for the number of closed walks in a graph in terms of the number of vertices, number of edges, maximum degree, ... See full document

9

On Roman, Global and Restrained Domination in Graphs

On Roman, Global and Restrained Domination in Graphs

... new upper bounds for the global domination and Roman domi- nation numbers and also prove that these results are asymptotically best ...give upper bounds for the restrained domination and total ... See full document

12

Some inequalities for the Kirchhoff index of graphs

Some inequalities for the Kirchhoff index of graphs

... i.e. upper and lower bounds and corresponding extremal ...and upper bounds for K f (G) of a connected (molecular) graph in terms of some structural graph parameters, such as the number ... See full document

5

The number of spanning trees of a graph

The number of spanning trees of a graph

... regular graphs of degree r. The first three bounds are sharp for complete graphs ...the number of spanning trees for regular ... See full document

13

On Minimum Spanning Subgraphs of Graphs With Proper Connection Number 2

On Minimum Spanning Subgraphs of Graphs With Proper Connection Number 2

... The upper bound 3 in Theorem ...2-connected graphs with proper connection number 3 ...connected graphs with proper connection number ...connection number of the graph G of Figure ... See full document

15

On the first variable Zagreb index

On the first variable Zagreb index

... real number and d(v) is the degree of vertex ...and upper bounds for the expected value and distribution function of this index in random increasing trees (recursive trees, ... See full document

9

The bounds of crossing number in complete bipartite graphs

The bounds of crossing number in complete bipartite graphs

... Abstract—We compare the lower bound of crossing number of bipartite and complete bipartite graph with Zarankiewicz conjecture and we illustrate the possible upper bound by a modified Zar[r] ... See full document

7

Extremal values on Zagreb indices of trees with given distance k domination number

Extremal values on Zagreb indices of trees with given distance k domination number

... the upper bounds for the Zagreb indices of n-vertex trees with given distance k-domination number and characterize the extremal trees, which generalize the results of Borovi´canin and ... See full document

17

Bounds for the Zero Forcing Number of Graphs with Large Girth

Bounds for the Zero Forcing Number of Graphs with Large Girth

... zero-forcing number, Z(G) is an upper bound for the maximum nullity of all symmetric matrices with a sparsity pattern described by the ...for graphs with girth of at least 5; this can be further ... See full document

10

A Quantum-inspired Similarity Measure for the Analysis of Complete Weighted Graphs

A Quantum-inspired Similarity Measure for the Analysis of Complete Weighted Graphs

... weighted graphs, which are probed by means of discrete-time quantum ...complete graphs using discrete-time quantum walks is intractable due to the cost of simulating the quantum ...minimum spanning ... See full document

15

Bounds of Location-2-Domination Number for Products of Graphs

Bounds of Location-2-Domination Number for Products of Graphs

... Throughout this paper let us follow the terminology and notation of Harary [11]. Cockayne and Hedetniemi [7] introduce the concept dominating set. A subset S of vertices from V is called a dominating set for G if every ... See full document

11

Chemical Trees with Extreme Values of Zagreb Indices and Coindices

Chemical Trees with Extreme Values of Zagreb Indices and Coindices

... extremal graphs with respect to the Zagreb ...of graphs of chemical interest and emphasized that their "result leave open the question of the minimum values of Zagreb coindices over chemical ... See full document

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