<--- Back to Details
First PageDocument Content
Adjacency matrix / Regular graph / Strongly regular graph / Cubic graph / Line graph / Graph / Coxeter graph / Harries graph / Graph theory / Algebraic graph theory / Petersen graph
Date: 2010-08-18 09:50:49
Adjacency matrix
Regular graph
Strongly regular graph
Cubic graph
Line graph
Graph
Coxeter graph
Harries graph
Graph theory
Algebraic graph theory
Petersen graph

Untitled

Add to Reading List

Source URL: alexandria.tue.nl

Download Document from Source Website

File Size: 3,23 MB

Share Document on Facebook

Similar Documents

DOUGLAS BAUER Professor Mathematical Sciences Department Stevens Institute of Technology EDUCATION Ph.D., Stevens Institute of Technology, 1978

DOUGLAS BAUER Professor Mathematical Sciences Department Stevens Institute of Technology EDUCATION Ph.D., Stevens Institute of Technology, 1978

DocID: 1qndD - View Document

Crystals That Nature Might Miss Creating Toshikazu Sunada N

Crystals That Nature Might Miss Creating Toshikazu Sunada N

DocID: 1pJ36 - View Document

Finding Approximate and Constrained Motifs in Graphs ? Riccardo Dondi1 , Guillaume Fertin2 , and St´ephane Vialette3 1  Dipartimento di Scienze dei Linguaggi, della Comunicazione e degli Studi Culturali

Finding Approximate and Constrained Motifs in Graphs ? Riccardo Dondi1 , Guillaume Fertin2 , and St´ephane Vialette3 1 Dipartimento di Scienze dei Linguaggi, della Comunicazione e degli Studi Culturali

DocID: 1pIgc - View Document

MAX CUT in cubic graphs Eran Halperin ∗  Dror Livnat

MAX CUT in cubic graphs Eran Halperin ∗ Dror Livnat

DocID: 1onhg - View Document

EXPONENTIALLY MANY PERFECT MATCHINGS IN CUBIC GRAPHS L. ESPERET, F. KARDOŠ, A. D. KING, D. KRÁL’, AND S. NORINE Abstract. We show that every cubic bridgeless graph G has at least 2|V (G)|/3656 perfect matchings. This

EXPONENTIALLY MANY PERFECT MATCHINGS IN CUBIC GRAPHS L. ESPERET, F. KARDOŠ, A. D. KING, D. KRÁL’, AND S. NORINE Abstract. We show that every cubic bridgeless graph G has at least 2|V (G)|/3656 perfect matchings. This

DocID: 1lp9s - View Document