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  4. Counting number of minimum spanning trees

Counting number of minimum spanning trees

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201811071.pdf (722.38 KB)

Date

2020

Authors

Sompura, Jigar

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Abstract

The problem discussed in this thesis is "To find all k instances for given n, where 1 k nn��2, n is number of vertices and k is number of minimum weight spanning trees by any weight assignments to the edges of a complete graph on n vertices)." In this thesis, we discuss different sides to this problem and different approaches to find values of k. We have given some results based on these approaches, which may be helpful in future work for this problem. This thesis discusses the current work done on this problem and a possible way to advance the solution to this problem.

Description

Keywords

MST(minimum spanning tree), Matrix Tree Theorem, Spanning Tree, Hamiltonian cycle, complete graph, Lowest weight edge omponent

Citation

Sompura, Jigar (2020). Counting number of minimum spanning trees. Dhirubhai Ambani Institute of Information and Communication Technology. vii, 27 p. (Acc.No: T00915)

URI

http://ir.daiict.ac.in/handle/123456789/977

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