OpenAI reports the blockwise Alperin weight equality
- Mathematics
For every finite group, every prime p, and every p-block B, the number of irreducible Brauer characters in B equals the number of conjugacy classes of B-weights.
For every finite group, every prime p, and every p-block B, the number of irreducible Brauer characters in B equals the number of conjugacy classes of B-weights.
For every finite group, every prime p, and every p-block B, the number of irreducible Brauer characters in B equals the number of conjugacy classes of B-weights.
For every finite group, every prime p, and every p-block B, the number of irreducible Brauer characters in B equals the number of conjugacy classes of B-weights.
If correct, resolves the numerical blockwise Alperin weight conjecture for all finite groups and primes.
Does the blockwise Alperin weight count hold for every finite group and prime?
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