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Consortium for Mathematics and its Applications

Product ID: 99589
Supplementary Print
Undergraduate

Traversability in Graphs (UMAP)

Author: L. Lesniak-Foster and R. Ringeisen


This module provides an elemntary introduction to Eulerian and Hamiltonian graphs by modeling the Chinese Postman Problem and the Travelling Salesman Problem. The authors present existence theorems, constructive algorithms, and numerous examples. Students learn about Eulerian and Hamiltonian graphs and the use of graph theory as a modeling technique.

Table of Contents:

1. INTRODUCTION

2. SOME EXAMPLES

3. MODELING WITH GRAPHS

4. EULERIAN GRAPHS

5. HAMILTONIAN GRAPHS

6. GENERALIZATION

7. REFERENCES

8. ANSWERS TO THE EXERCISES

©1982 by COMAP, Inc.
UMAP Module
17 pages

Mathematics Topics:

Discrete & Finite Mathematics

Application Areas:

Various

Prerequisites:

Students in a fintite mathematics of graph theory course; logical thinking

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