Bijective linear maps on semimodules spanned by Boolean matrices of fixed rank

Let M(m,n) (B) be the semimodule of all m x n Boolean matrices where B is the Boolean algebra with two elements Let k be a positive integer such that 2 <= k <= min (m, n). Let B (m, n, k) denote the subsemimodule of M(m,n) (B) spanned by the set of all rank k matrices. We show that if T is a b...

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Main Authors: Lim, Ming Huat, Tan, Sin Chee
格式: Article
出版: Elsevier Science Inc 2010
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在線閱讀:http://eprints.um.edu.my/11892/
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機構: Universiti Malaya