On semisimple antiflexible algebras
Rodabaugh, D.J. (1967)
Portugaliae mathematica
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Rodabaugh, D.J. (1967)
Portugaliae mathematica
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N. V. Loi (1986)
Acta Universitatis Carolinae. Mathematica et Physica
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Angel Rodriguez Palacios (1991)
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Antonio Fernández López, Omar Jaa (1998)
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M. R. F. Smyth proved in [9, Theorem 3.2] that the socle of a semiprimitive Banach complex algebra coincides with the largest algebraic ideal. Later M. Benslimane, A. Kaidi and O. Jaa showed [3] the equality between the socle and the largest spectrum finite ideal in semiprimitive alternative Banach complex algebras. In fact, they showed that every spectrum finite one-sided ideal of a semiprimitive alternative Banach complex algebra is contained in the socle. In this note a new proof...
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