The Isaacs-Navarro Conjecture for covering groups of the symmetric and alternating groups in odd characteristic
classification
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groupsalternatingconjecturecoveringsymmetricalperin-mckayblockscharacteristic
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In this paper, we prove that a refinement of the Alperin-McKay Conjecture for $p$-blocks of finite groups, formulated by I. M. Isaacs and G. Navarro in 2002, holds for all covering groups of the symmetric and alternating groups, whenever $p$ is an odd prime.
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