Lecture 7: Minimum Spanning Trees and Prim’s Algorithm CLRS Chapter 23 Outline of this Lecture Spanning trees and minimum spanning trees. The minimum spanning tree (MST) problem. The generic algorithm for MST problem. Prim’s algorithm for the MST problem. – The algorithm – Correctness – Implementation + Running Time 1. Minimum spanning tree graph G. 4 Def. minimum-weight crossing edge must be in the MST. Cut property: correctness proof 17 Def. A cut in a graph is a partition of its vertices into two (nonempty) sets. Def. A crossing edge connects a vertex in one set with a vertex in the other. Spanning Tree protocol CCNA Exploration Semester 3 Chapter 5 Topics Redundancy in a converged network How Spanning Tree Protocol (STP) eliminates layer 2 loops The – A free PowerPoint PPT presentation (displayed as a Flash slide show) on negpoz.com - id: 3beaMDNkZ.
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