<--- Back to Details
First PageDocument Content
NP-complete problems / Analysis of algorithms / Parameterized complexity / Graph operations / Graph coloring / Bidimensionality / Kernelization / Clique / Dominating set / Theoretical computer science / Graph theory / Computational complexity theory
Date: 2012-09-17 04:47:38
NP-complete problems
Analysis of algorithms
Parameterized complexity
Graph operations
Graph coloring
Bidimensionality
Kernelization
Clique
Dominating set
Theoretical computer science
Graph theory
Computational complexity theory

Newsletter of the PC Community NovemberWelcome Bergen Algorithmics Wins Big

Add to Reading List

Source URL: fpt.wdfiles.com

Download Document from Source Website

File Size: 237,48 KB

Share Document on Facebook

Similar Documents

Ng Kong Beng Public Lecture Series 黄光明公开讲座 For the past 40 years computer scientists generally believed that NP-complete problems are intractable. In particular, Boolean satisfiability (SAT), as a paradigma

DocID: 1udfk - View Document

Djinni 2.1 Approximating NP-Complete Problems, Fast Jeff Ohlmann, Barrett Thomas, Robert Hansen, Tristan Thiede Presented at OSCON 2006

DocID: 1tIrp - View Document

Graph theory / Mathematics / Search algorithms / Graph traversal / Breadth-first search / Vertex / NP-complete problems / Graph coloring / Planar graphs / Depth-first search

Using MVAPICH2-GDR for multi-GPU data parallel graph analytics T. James Lewis SYSTAP™, LLC © All Rights Reserved

DocID: 1rtvU - View Document

Theoretical computer science / Mathematics / Computational complexity theory / Operations research / Logic in computer science / Mathematical optimization / NP-complete problems / Boolean algebra / Maximum satisfiability problem / Boolean satisfiability problem / Constraint satisfaction / Solver

On Solving Boolean Multilevel Optimization Problems∗ Josep Argelich INESC-ID Lisbon

DocID: 1rsZm - View Document

Graph theory / Bipartite graphs / Planar graphs / Induced path / NP-complete problems / Parity graph

Induced paths of given parity in planar graphs Naomi Nishimura University of Waterloo Canada

DocID: 1rsEH - View Document