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Harada modules
Authors:Meenakshi Jayaraman  N Vanaja
Institution:1. Department of Mathematics , K.C.College , Mumbai, 400 020;2. Department of Mathematics , University of Mumbai , India, Mumbai, 400 098 E-mail: vanaja@math.mu.ac.in
Abstract:We define the Albert algebra of generic matrices and show that its central closure is an Albert division algebra as well as a pure second Tits construction. It contains a cyclic cubic subfield iff this holds true for every Albert division algebra over any extension of the base field.
Keywords:
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