On a result of Kiyota, Okuyama and Wada
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🧮 math.GR
math.RT
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kiyotaokuyamaresultwadablockbrauercharacterconceptual
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M. Kiyota, T. Okuyama and T. Wada recently proved that each 2-block of a finite symmetric group contains a unique irreducible Brauer character that has height 0. We present a more conceptual proof of this result.
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