Chap8
Swarm Intelligence Heuristics for Graph Coloring Problem
O-BEE-COL: Optimal BEEs for COLoring Graphs
CS353 10 Backtracking
1 NP-Complete Problems. 2 We discuss some hard problems: how hard? (computational complexity) what makes them hard? any solutions? Definitions
02/01/11CMPUT 671 Lecture 11 CMPUT 671 Hard Problems Winter 2002 Joseph Culberson Home Page.
1 CS 201 Compiler Construction Lecture 12 Global Register Allocation.
Counting Proper Colors Given k N and a graph G, the value (G;k) is the number of proper colorings f: V(G) [k], where the k colors need not all be.
1 Graphs with tiny vector chromatic numbers and huge chromatic numbers Michael Langberg Weizmann Institute of Science Joint work with U. Feige and G. Schechtman.
MA/CSSE 473 Day 38 Problems Decision Problems P and NP.
CMPUT 671 Hard Problems
The Vertex Arboricity of Integer Distance Graph with a Special Distance Set Juan Liu* and Qinglin Yu Center for Combinatorics, LPMC Nankai University,