Calculate how many connections in the n-cube (where n is the order of the cube) may break while still guaranteeing that an unbroken link will exist to connect every node in the n-cube using an equation similar to the following:

Calculate how many connections in the n-cube (where n is the order of the cube) may break while still guaranteeing that an unbroken link will exist to connect every node in the n-cube using an equation similar to the following:

Operations Research : Applications and Algorithms

4th Edition

ISBN:9780534380588

Author:Wayne L. Winston

Publisher:Wayne L. Winston

Chapter9: Integer Programming

Section9.6: Solving Combinatorial Optimization Problems By The Branch-and-bound Method

Problem 3P

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Disjoint set forest

The concept of the disjoint set forest was introduced by Bernard A. Galler and Michael J. Fischer in 1964. The disjoint set forest is a method of implementing disjoint sets quickly. In the disjoint-set forest, each tree member points only to its parent. The root of every tree includes its representative and its parent. The disjoint set forest is a special kind of forest that performs Union and Find operations in near-constant amortized time.

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