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Title of Thesis

Chromatic Polynomials and Chromatic Uniqueness of Spernerian Hypergraphs

Author(s)

SYED AHTSHAM UL HAQ BOKHARY

Institute/University/Department Details
Abdus Salam School of Mathematical Sciences / GC University, Lahore
Session
2010
Subject
Mathematics
Number of Pages
68
Keywords (Extracted from title, table of contents and abstract of thesis)
Chromatic, Polynomials, Chromatic, Uniqueness, Spernerian, Hypergraphs

Abstract
No Abstract

Download Full Thesis
380 KB
S. No. Chapter Title of the Chapters Page Size (KB)
1 0 CONTENTS

 

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2

1

BASIC CONCEPTS

1.1 Preliminaries

1.2 Paths and cycles

1.3 Subgraphs and connectivity

1.4 Chromatic polynomial

1.5 Chromaticity of graphs

4
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3 2 CHROMATICITY OF HYPERGRAPHS

2.1 Introduction

2.2 Chromatic coefficients of linear uniform hypergraphs

2.3 Chromatically unique linear hypergraphs

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4 3 SOME PROPERTIES OF CHROMATIC COEFFICIENTS OF LINEAR HYPERGRAPHS

3.1 Coefficient an-gh+g-1 and cycle structure of H

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5 4 ON THE CHROMATICITY OF MULTI-BRIDGE HYPERGRAPHS

4.1 Multi-bridge hypergraph

4.2 Chm is not chromatically unique

33
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6 5 SERIES-PARALLEL CHROMATIC HYPERGRAPHS

5.1 Introduction

5.2 Main results

46
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7 6 CONCLUDING REMARKS AND OPEN PROBLEMS 57
65.5 KB
8 7 BIBLIOGRAPHY

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