Centralizing additive maps on rank r block triangular matrices
Let F be a field and let k, n(1), ..., n(k) be positive integers with n(1) + ...+ n(k) = n >= 2. We denote by Tn(1), ..., n(k) a block triangular matrix algebra over F with unity I-n and center Z(Tn(1), ..., n(k)). Fixing an integer 1 < r <= n with r not equal n when vertical bar F vertical...
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Format: | Article |
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Univ Szeged
2021
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Online Access: | http://eprints.um.edu.my/34879/ |
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