Min-Max Theorems in Graph Theory

Min-Max Theorems in Graph Theory

Table of Contents

Order ID# 45178248544XXTG457	Plagiarism Level: 0-0.5%	Writer Classification: PhD competent
Style: APA/MLA/Harvard/Chicago	Delivery: Minimum 3 Hours	Revision: Permitted
Sources: 4-6	Course Level: Masters/University College	Guarantee Status: 96-99%

Instructions  

Min-Max Theorems in Graph Theory

(suggested content)

(due 10pm Dec 8)

In graph theory, there are many theorems of min-max type. These theorems have a common form of statements which assert that the maximum size of an X-set is equal to the minimum size of a Y -set in a (certain) graph where X and Y are properties of a set. The König-Egerváry Theorem is such a theorem.

This project is intended for a short survey of min-max theorems which you have learned from the course or come across from the literature. It must contain at least six min-max theorems (including König-Egerváry Theorem) and in addition the following:

• definitions (with illustration examples) for the terms used in each theorem;
• precise statement of each theorem (no proof is needed);
• (in case the theorem does not hold for all graphs) examples that show the theorem fails;
• optimization problems related to the theorem;
• comments on the algorithmic importance of the theorem;
• References.

PLACE THE ORDER WITH US TODAY AND GET A PERFECT SCORE!!!