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Home > Library > Pathfinder > Sciences > Graph Theory

Pathfinder - Graph Theory

Scope Note :

A graph is a set of object called points or vertices (V) connected by links called lines or edge (E) such that each edge has a set of one or two vertices which are called endpoints. (Source: Handbook of Graph Theory. QA 166. H36 2004,  Information-Reference Section, 2nd floor.)

Used for :

  • Mathematical Techniques

Broader Terms :

  • Combinatorial Mathematics
  • Topology

Related Terms :

  • Computational Geometry
  • Electric Network Analysis
  • Electric Network Synthesis
  • Information Theory
  • Mathematical Models

Narrower Terms :

  • Bipartite graphs
  • Bond graphs
  • Cayle graphs
  • Closed graph theorems
  • Complete graphs
  • Coxeter graphs
  • Directed graphs
  • Domination (graph thory)
  • Eulerian graph theory
  • Graph grammars
  • Hamiltonian graph theory
  • Hypergraphs
  • Intersection graph theory
  • Labyrinth problems
  • Lattice path
  • Map-coloring problem
  • Matroids
  • Network analysis (planning)
  • Paths and cycles (graph theory)
  • Perfect graphs
  • Petersen graphs
  • Petri nets
  • Ramsey theory
  • Random graphs
  • Reconstruction
  • Representation of graph
  • Topological graph theory
  • Trees ( Mathematics )

BOOKS

References sources located at the Information-Reference Section, 2nd floor:
Texts located at the Circulation Section, 3rd floor:

FACULTY PUBLICATIONS
(Archives Section, 4th floor)

VERTICAL FILES
(Information-Reference Section, 2nd floor)

PERIODICALS

PRINT (Periodicals Section, 2nd floor)

ELECTRONIC

PROQUEST Online
http://www.umi.com/pqdauto

JSTOR
http://www.jstor.org/

THESES AND DISSERTATIONS

LOCAL
(Archives Section, 4th floor)

Foreign Online Dissertations

Digital Dissertations
http://www.umi.com/pdauto

INTERNET WEBSITES
(Cybernook, Ground floor; Graduate corners, 2nd and 3rd floors)

Algorithmic Graph Theory.
http://www.personal.kent.edu/~rmuhamma/GraphTheory/graphTheory.htm
[Retrieved July 7, 2006]
Consists of links, notes, journals, bibliography on graph theory – all of these are indispensable tool for graph theoreticians and students.

Wolfram MathWorld
http://www.mathworld.wolfram.com/
[Retrieved July 7, 2006]
Contains extensive mathematics resources from Wolfram Research built with Mathematica Technology.

Should you have comments or suggestions on this pathfinder, please call us at these telephone numbers, 536-0244, 524-4611 local 620 or email us through "Ask A Librarian".

Compiled by : Mrs. Yolanda F. Odsinada

Date : July 2006/April 2009