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I'm looking for a small strongly regular graph whose automorphism group is not vertex-transitive.

This answerThis answer to a different question shows that the Chang graphs on 28 vertices are such graphs. Is there an example on less vertices?

Thanks for all replies.

I'm looking for a small strongly regular graph whose automorphism group is not vertex-transitive.

This answer to a different question shows that the Chang graphs on 28 vertices are such graphs. Is there an example on less vertices?

Thanks for all replies.

I'm looking for a small strongly regular graph whose automorphism group is not vertex-transitive.

This answer to a different question shows that the Chang graphs on 28 vertices are such graphs. Is there an example on less vertices?

Thanks for all replies.

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Josh
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Smallest strongly regular graph whose automorphism group is not vertex transitive?

I'm looking for a small strongly regular graph whose automorphism group is not vertex-transitive.

This answer to a different question shows that the Chang graphs on 28 vertices are such graphs. Is there an example on less vertices?

Thanks for all replies.