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Traveling salesman problems - PowerPoint PPT Presentation

6 The Mathematics of Touring

6 The Mathematics of Touring

6 The Mathematics of Touring. 6.1 Hamilton Paths and Hamilton Circuits 6.2 Complete Graphs? 6.3 Traveling Salesman Problems 6.4 Simple Strategies for Solving TSPs 6.5 The Brute-Force and Nearest-Neighbor Algorithms 6.6 Approximate Algorithms 6.7 The Repetitive Nearest-Neighbor Algorithm

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320 views • 18 slides
Traveling-Salesman Problems

Traveling-Salesman Problems

Traveling-Salesman Problems. Ch 6. A. B. A. B. F. C. E. C. E. D. D. More examples of Complete Graphs. Graph1. Graph 2. No. of edges with n=5 vertices = n(n-1)/2 = 5(5-1)/2 = 10. No. of edges with n=6 vertices = n(n-1)/2 = 6(6-1)/2 = 15.

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307 views • 15 slides
Einleitung

Einleitung

Einleitung. Transportation Logistics o. Univ. Prof. Dr Richard Hartl Wintersemester 2012 http://prolog.univie.ac.at/teaching/LVAs/KFK-TL/WS%2012/index.html. Dates and places. Weekly schedule Prof. Hartl Tuesday , 10:00-12.00, HS 8 Tuesday , 15:30-17:30, HS 8

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191 views • 11 slides
Einleitung

Einleitung

Einleitung. Transportation Logistics o. Univ. Prof. Dr Richard Hartl Wintersemester 2012 http://prolog.univie.ac.at/teaching/LVAs/KFK-TL/WS%2012/index.html. Dates and places. Weekly schedule Prof. Hartl Tuesday , 10:00-12.00, HS 8 Tuesday , 15:30-17:30, HS 8

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228 views • 11 slides
Einleitung

Einleitung

Einleitung. Transportation Logistics o. Univ. Prof. Dr Richard Hartl Wintersemester 2012 http://prolog.univie.ac.at/teaching/LVAs/KFK-TL/WS%2012/index.html. Dates and places. Weekly schedule Prof. Hartl Tuesday , 10:00-12.00, HS 8 Tuesday , 15:30-17:30, HS 8

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114 views • 11 slides
6 The Mathematics of Touring

6 The Mathematics of Touring

6 The Mathematics of Touring. 6.1 Hamilton Paths and Hamilton Circuits 6.2 Complete Graphs? 6.3 Traveling Salesman Problems 6.4 Simple Strategies for Solving TSPs 6.5 The Brute-Force and Nearest-Neighbor Algorithms 6.6 Approximate Algorithms 6.7 The Repetitive Nearest-Neighbor Algorithm

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185 views • 8 slides

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