[PDF] [PDF] Distance Regular Graphs 20 avr 2007 · In this





Previous PDF Next PDF



Directed Strongly Regular Graphs Leif K. Jørgensen Aalborg

Theorem (Duval 1988). Suppose that there exists a directed strongly regular graph with parameters v k



Aalborg Universitet New mixed Moore graphs and directed strongly

11. dec. 2013 directed strongly regular graphs by. Leif Kjær Jørgensen. R-2013-13. December 2013. Department of Mathematical Sciences. Aalborg University.



Factorizing regular graphs

18. mar. 2019 The 4-color theorem for planar graphs is equivalent to the statement that every planar 2-edge-connected 3-regular graph can be edge-decomposed ...



Variations and Generalizations of Moore Graphs.

Two 3-regular graphs of order 38 has diameter 4: von Conta - graph (IEEE Transactions on computers 1983) has girth 7. Number of vertices at distance 01



Random regular graphs

SHORT COURSE ON RANDOM GRAPHS. LECTURE 5. Regular graphs. A vertex has degree d if it is incident with d edges. A d-regular graph has all vertices of.



On the Number of Automorphisms of a Regular Graph

A REGULAR GRAPH. NICHOLAS WORMALD. ABSTRACT. For any connected cubic graph G with 2n points the number of automorphisms of G divides 3n2n.



Distance-regular graphs arXiv:1410.6294v2 [math.CO] 15 Apr 2016

15. apr. 2016 Keywords: Distance-regular graph; survey; association scheme; P-polynomial; Q- polynomial; geometric. ?This version is published in the ...



The Expected Eigenvalue Distribution of a Large Regular Graph

Let X be a regular graph with vertex set { 12



Hamiltonian strongly regular graphs

4. mar. 2008 Theorem 1 Let ? be a k-regular k-connected graph with n vertices and smallest eigenvalue s which is not the Petersen graph. If k > 1 and. ?ns ...



Strongly regular graphs

sporadic groups arise as automorphism groups of a strongly regular graph) in regular graphs with at most 512 vertices together with some information ...



[PDF] regular graphs of given girth

3 août 2007 · This paper gives an introduction to the area of graph theory dealing with prop- erties of regular graphs of given girth A large portion of the 



[PDF] Distance-regular graphs arXiv:14106294v2 [mathCO] 15 Apr 2016

15 avr 2016 · This is a survey of distance-regular graphs We present an introduction to distance- regular graphs for the reader who is unfamiliar with the 



(PDF) On Extension of Regular Graphs - ResearchGate

PDF In this article we have discussed when we can extend an r-regular graph to an r+ 1 regular by only adding edges The problem has been approached



[PDF] Strongly regular graphs

In Chapter 11 we give the classification of rank 3 groups and identify in each case the corresponding strongly regular graph Everywhere there are extensive



[PDF] Triply Regular Graphs - Krystal Guo

A strongly regular graph is a graph X on n vertices that is neither complete nor empty where each vertex has degree k each pair of adjacent vertices has a 



[PDF] Strongly Regular Graphs and Partial Geometries - CORE

A strongly regular graph is an association scheme with 2 classes Tue points of X are the vertices of the graph and {xy} is an edge if (xy) 



[PDF] On strongly regular graphs with 2 - CORE

All graphs considered in this paper are finite undirected graphs without loops or multiple edges Such a graph G is said to be strongly regular (cf



[PDF] Distance Regular Graphs

20 avr 2007 · In this paper we will discover some interesting properties of a particular kind of graph called distance regular graphs using algebraic 



[PDF] On some Spectral and Combinatorial Properties of Distance

In general the spectrum of a graph is a very useful tool to study some of its properties In the case of the distance-regular graphs this tool is specially 



[PDF] On outindependent subgraphs of strongly regular graphs

Let CCV be a vertex subset of a regular connected graph ? with ecc(C) - = ? Then we say that I is distance-regular around C if the distance partition V 

3 août 2007 · This paper gives an introduction to the area of graph theory dealing with prop- erties of regular graphs of given girth. A large portion of the 
  • What is an regular graph?

    In graph theory, a regular graph is a graph where each vertex has the same number of neighbors; i.e. every vertex has the same degree or valency. A regular directed graph must also satisfy the stronger condition that the indegree and outdegree of each internal vertex are equal to each other.
  • What is regular vs complete graph?

    A graph is said to be regular or K-regular if all its vertices have the same degree K. A graph whose all vertices have degree 2 is known as a 2-regular graph. A complete graph Kn is a regular of degree n-1. Example1: Draw regular graphs of degree 2 and 3.
  • What are 2 regular graphs?

    A two-regular graph is a regular graph for which all local degrees are 2. A two-regular graph consists of one or more (disconnected) cycles.
  • A graph is locally regular at a vertex v if all vertices adjacent to v have degree r. A graph is thus locally irregular if for each vertex v of G the neighbors of v have distinct degrees, and these graphs are thus termed highly irregular graphs.
[PDF] regular language closed under concatenation

[PDF] regular language to regular grammar

[PDF] regular octagonal prism volume

[PDF] regular overtime

[PDF] regular solution

[PDF] regular solution model

[PDF] regular solution model interaction parameter

[PDF] regular solution theory equation

[PDF] regular verb in pdf

[PDF] regular verbs list pdf

[PDF] regularization and optimization

[PDF] regulating body of open and distance education in india

[PDF] regulating body of open and distance learning

[PDF] regulation of cryptocurrency around the world

[PDF] regulatory guidelines for software medical devices a lifecycle approach