<--- Back to Details
First PageDocument Content
Graph coloring / Polynomials / Complexity classes / Matroid theory / Tutte polynomial / Chromatic polynomial / K-edge-connected graph / Matroid / Expander graph / NC
Date: 2004-03-11 06:32:34
Graph coloring
Polynomials
Complexity classes
Matroid theory
Tutte polynomial
Chromatic polynomial
K-edge-connected graph
Matroid
Expander graph
NC

c 2004 Cambridge University Press Combinatorics, Probability and Computing, 1–16.  DOI: S0963548303005844 Printed in the United Kingdom Approximating the Number of Acyclic Orientations for a Class of

Add to Reading List

Source URL: community.dur.ac.uk

Download Document from Source Website

File Size: 153,42 KB

Share Document on Facebook

Similar Documents

583  Documenta Math. A Common Recursion For Laplacians of Matroids and Shifted Simplicial Complexes

583 Documenta Math. A Common Recursion For Laplacians of Matroids and Shifted Simplicial Complexes

DocID: 1r60o - View Document

The Complexity of Counting and Randomised Approximation Magnus Bordewich New College University of Oxford

The Complexity of Counting and Randomised Approximation Magnus Bordewich New College University of Oxford

DocID: 1r1Rx - View Document

Takehome Exam Graph II Start: :00 am End: :00 pm  1. Given a graph G whose girth is greater then 10 provide an algorithm that

Takehome Exam Graph II Start: :00 am End: :00 pm 1. Given a graph G whose girth is greater then 10 provide an algorithm that

DocID: 1q9l5 - View Document

Fast Evaluation of Interlace Polynomials on Graphs of Bounded Treewidth Markus Bl¨aser and Christian Hoffmann Saarland University, Germany  Abstract. We consider the multivariate interlace polynomial introduced by Courc

Fast Evaluation of Interlace Polynomials on Graphs of Bounded Treewidth Markus Bl¨aser and Christian Hoffmann Saarland University, Germany Abstract. We consider the multivariate interlace polynomial introduced by Courc

DocID: 1q2CQ - View Document

COMPLEXITY AND APPROXIMABILITY OF THE COVER POLYNOMIAL ¨ser, Holger Dell, and Mahmoud Fouz Markus Bla  Abstract. The cover polynomial and its geometric version introduced by Chung & Graham and D’Antona & Munarini, res

COMPLEXITY AND APPROXIMABILITY OF THE COVER POLYNOMIAL ¨ser, Holger Dell, and Mahmoud Fouz Markus Bla Abstract. The cover polynomial and its geometric version introduced by Chung & Graham and D’Antona & Munarini, res

DocID: 1pNcL - View Document