CSE 589 Part V

11/1/00


Click here to start


Table of Contents

CSE 589 Part V

Reading

Easy vs. Hard Problems

Hardest problems in NP are NP-complete

Most notorious hard graph problem

Essence of NP-completeness

Polynomial Time Reductions

Definitions, etc.

Proving a Problem is NP-complete

Remarkable Theorem of Steve Cook (1971) Proved that there exist NP-complete problems

Idea of Proof

Some NP-complete Problems

Satisfiability

Traveling Salesman Problem

Clique

Vertex Coloring

Independent Set

Hamiltonian Cycle

Graph Partition

Steiner Tree

Integer Linear Programming

How you prove a problem Q is NP-complete.

Remember

Let’s do some NP-completeness proofs

Let’s show the following problems are NP-complete

PPT Slide

PPT Slide

Comments on NP-completeness proofs

Comments cont.

Author:  Anna Karlin

Email: karlin@cs.washington.edu

Home Page: http://www.cs.washington.edu/education/courses/589

Download presentation source