<--- Back to Details
First PageDocument Content
Complexity classes / NP-complete problems / Analysis of algorithms / Parameterized complexity / Michael Fellows / Kernelization / Clique problem / Vertex cover / Path decomposition / Theoretical computer science / Computational complexity theory / Applied mathematics
Date: 2014-10-14 03:31:39
Complexity classes
NP-complete problems
Analysis of algorithms
Parameterized complexity
Michael Fellows
Kernelization
Clique problem
Vertex cover
Path decomposition
Theoretical computer science
Computational complexity theory
Applied mathematics

k Newsletter of the Parameterized Complexity Community fpt.wikidot.com www.fpt.wikidot.com

Add to Reading List

Source URL: fpt.wdfiles.com

Download Document from Source Website

File Size: 513,76 KB

Share Document on Facebook

Similar Documents

2015 IRTS SUMMER FELLOWS Andreea Arama Queens College The IRTS Michael Brochstein/Queens College Fellow - Sponsored by Bruce Lefkowitz Andreea Arama is a rising senior at the Macaulay Honors College at Queens College, ma

DocID: 1sreN - View Document

Two Students Named Recipients of ACM/IEEE-CS George Michael Memorial HPC Fellowships NEW YORK, NY & LOS ALAMITOS, Calif., August 5, Maciej Besta of ETH Zurich and Dhairya Malhotra of the University of Texas at Au

DocID: 1rxIy - View Document

Artificial intelligence / Fellows of the Royal Society / Ilya Sutskever / Christos Faloutsos / Andrew Zisserman / Christos / Michael I. Jordan / Yoshua Bengio

Top 50 authors in computer science Author Michael I. Jordan Andrew Y. Ng Andrew Zisserman

DocID: 1rll2 - View Document

Fellows of the Econometric Society / Public universities / Academia / Economics / Michael C. Burda / Christopher A. Pissarides / Technical University of Berlin / Economy / Dale T. Mortensen / Humboldt University of Berlin

Microsoft Word - Newsletter CASEdoc

DocID: 1rjrs - View Document

Graph theory / Mathematics / NP-complete problems / Graph coloring / Matching / Bipartite graph / Color-coding / Treewidth / Graph / Cycle / Line graph / Chromatic polynomial

Upper and Lower Bounds for Finding Connected Motifs in Vertex-Colored Graphs ⋆ Michael R. Fellows a,1 Guillaume Fertin b Danny Hermelin c,2 and St´ephane Vialette d a Office

DocID: 1r8ab - View Document