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how can i classify strongly regular graph with parameter $(25,12,5,6)$?
Ijust i know we have fifteen $SRG(25,12,5,6)$ that two from $Latin Square(5)$ and two from $STS(13)$ and ten come from descendant $SRG(26,10,3,4)$.
but how?latin square(5)
how can i classify strongly regular graph with parameter $(25,12,5,6)$?
I know we have fifteen $SRG(25,12,5,6)$ that two from $Latin Square(5)$ and two from $STS(13)$ and ten come from descendant $SRG(26,10,3,4)$.
but how?
how can i classify strongly regular graph with parameter $(25,12,5,6)$?
just i know we have fifteen $SRG(25,12,5,6)$ that two come from latin square(5)
