Title of article
Zero triple product determined generalized matrix algebras
Author/Authors
HAN, DONG Henan Polytechnic University - School of Mathematics and Information Science, China
From page
139
To page
155
Abstract
In this paper, we prove that the generalized matrix algebra G = left[ A M N B right] is a zero triple product (resp. zero Jordan triple product) determined if and only if A and B are zero triple products (resp. zero Jordan triple products) determined under certain conditions. Then the main results are applied to triangular algebras and full matrix algebras.
Keywords
Zero triple product determined algebra , zero Jordan triple product algebra , generalized matrix algebra
Journal title
Turkish Journal of Mathematics
Journal title
Turkish Journal of Mathematics
Record number
2531538
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