Minimum cost K-forest covers

Minimum cost K-forest covers

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Article ID: iaor19972487
Country: Germany
Volume: 44
Issue: 2
Start Page Number: 255
End Page Number: 265
Publication Date: Sep 1996
Journal: Mathematical Methods of Operations Research (Heidelberg)
Authors:
Abstract:

A forest cover of a graph is a spanning forest for which each component has at least two nodes. If K is a subset of nodes, a K-forest cover is a forest cover including exactly one node from K in each component. A K-forest cover is of minimum cost if the sum of the costs of the edges is minimum. The authors present an equ1 algorithm for determining the minimum cost K-forest cover of a graph with n nodes. They show that the algorithm can also be used to determine, in equ2 time, the minimum cost K-forest cover having degree equal equ3 on each node v of an arbitrary subset equ4 of equ5.

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