Question
Prove that the following problem is NP-complete: Given a graph G, and an integer k, find whether or not graph G has a spanning degree
Prove that the following problem is NP-complete:
Given a graph G, and an integer k, find whether or not graph G has a spanning degree where the maximum degree of any node is k.
(Hint: Show a reduction from one of the following known NP-complete problems: Vertex Cover, Ham Path or SAT.)
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Database Design And Relational Theory Normal Forms And All That Jazz
Authors: Chris Date
1st Edition
1449328016, 978-1449328016
