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math.RA2013
Power-Central Elements in Tensor Products of Symbol Algebras
Demba Barry
Let A be a central simple algebra over a field F. Let k_1,\ldots, k_r be cyclic extensions of F such that k_1\otimes_F\cdots \otimes_F k_r is a field. We investigate conditions und…
math.RA2013
Decomposable and Indecomposable Algebras of Degree 8 and Exponent 2
Demba Barry
We study the decomposition of central simple algebras of exponent 2 into tensor products of quaternion algebras. We consider in particular decompositions in which one of the quater…