**6**

votes

**3**answers

258 views

### Generating (or availability of) large strongly regular graphs

Are there collections of already generated large strongly regular graphs available to download? By large I mean $n \geq 200$ where $n$ is the number of vertices. I found Ted Spence's page on srgs, ...

**1**

vote

**2**answers

125 views

### Regular graphs with strongly regular edge colorings

Given a positive integer $c>1$, for what parameters $(v,k,\lambda,\mu)$ does there exist a $c k$ regular graph on $v$ vertices that can be given an edge coloring with $c$ colors, such that the ...

**1**

vote

**0**answers

123 views

### Articles on (Strongly Regular) Graphs and Covering Arrays / Covering Designs?

In their book "Algebraic Graph Theory" Godsil and Royle mention the connection of strongly regular graphs with latin squares and thus Orthogonal Arrays (Chapter 10.4). There seems not to be much ...

**3**

votes

**2**answers

381 views

### What is the state of the art on triangle-free strongly regular graphs?

From what I've read I've gathered the following facts:
There are seven known such graphs.
Certain parameter sets are ruled out by the Krein conditions and the absolute bound.
Beyond that, little or ...