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Jun 10 at 12:00 comment added Dave Benson I guess I mean your Inndiag could be wrong. It's only a guess.
Jun 10 at 11:25 comment added scsnm OK. Thanks. Do you mean the Inndiag is wrong or the centralizers?
Jun 10 at 11:08 comment added Dave Benson I suspect that you have the wrong group. If G is the simple group then the multiplier of $G$ is $2\times 2$ while the outer automorphism group is $S_4$. The outer automorphisms act on the $2\times 2$ through the quotient $S_3$. So any particular double cover of $G$ has fewer automorphisms than $G$. And even the double covers that admit involutary automorphisms don't necessarily fit together to make a group of the form $2.G.2$. So my suspicion is that the group is twice as big as you think, but without a lot of work trying to reconcile your notation with GLS, it's hard to comment further.
Jun 9 at 23:10 comment added scsnm Many thxs for the editing
Jun 9 at 23:08 history edited LSpice CC BY-SA 4.0
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Jun 9 at 22:59 history edited scsnm CC BY-SA 4.0
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Jun 9 at 22:50 comment added scsnm OK. I will post them.
Jun 9 at 22:45 comment added LSpice Re, yes, if you have specific expected results and actual results, then it would probably help to post them.
Jun 9 at 22:22 comment added scsnm Yes, yes. Do you mean the computation results? thank you
Jun 9 at 13:58 comment added LSpice It seems hard to answer the question without knowing your results. Could you summarise them?
Jun 9 at 13:06 history edited YCor CC BY-SA 4.0
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Jun 9 at 12:35 history edited scsnm
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Jun 9 at 12:26 history asked scsnm CC BY-SA 4.0