Ferdinand Ihringer
Published 2016-06-19Version 1
We describe a general construction of strongly regular graphs from the collinearity graph of a finite classical polar spaces of rank at least $3$ over a finite field of order $q$. We show that these graphs are non-isomorphic to the collinearity graphs and have the same parameters. To our knowledge for most of these parameters these graphs are new as the collinearity graphs were the only known examples.
Comments: 11 pages, submitted
New families of strongly regular graphs
Strongly regular graphs with the same parameters as the symplectic graph
On $m$-ovoids of finite classical polar spaces with an irreducible transitive automorphism group
![QR code for arXiv:1606.05898 [math.CO]](http://oss.arxitics.com/images/favicon.svg)