Abstract Proceedings of ICIRESM – 2019
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REGULAR MATRICES AND THEIR STRONG PRESERVES OVER SEMIRINGS
An matrix A over a semiring S is called regular if there is an matrix G over S such that AGA = A. We study the problem of Characterizing those linear operators T on the matrices over a semiring such that T(X) is regular if and only if X is Complete Charcterizations are obtained for many semirings including the Boolean algebra, the nonnegative reals, the nonnegative and the fuzzy scalars.
Matrices, Boolean algebra
30/08/2019
153
19151
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February 27th, 2026
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March 25th, 2026
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April 20th, 2026
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