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Finite groups in which the zeros of every nonlinear irreducible character are conjugate modulo its kernel - MaRDI portal

Finite groups in which the zeros of every nonlinear irreducible character are conjugate modulo its kernel (Q2705815)

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English
Finite groups in which the zeros of every nonlinear irreducible character are conjugate modulo its kernel
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    19 March 2001
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    zeros
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    irreducible characters
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    monolithic characters
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    Finite groups in which the zeros of every nonlinear irreducible character are conjugate modulo its kernel (English)
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