Results 61 to 70 of about 122,444 (130)
Semilattices of bisimple orthodox semigroups
A structure theorem for bisimple orthodox semigroups was given by Clifford [2]. In this paper we determine all homomorphisms of a certain type from one bisimple orthodox semigroup into another, and apply the results to give a structure theorem for any semilattice of bisimple orthodox semigroups with identity in which the set of identity elements forms ...
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Time-Energy and Time-Entropy Uncertainty Relations in Nonequilibrium Quantum Thermodynamics under Steepest-Entropy-Ascent Nonlinear Master Equations. [PDF]
Beretta GP.
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Certain subsemigroups of orthodox semigroups
Let S be an orthodox semigroup and E(S) the band of idempotents of S. The author describes (1) the least fundamental inverse congruence on S, (2) the greatest subsemigroup of S containing E(S) which is a union (band) of groups, and (3) a necessary and sufficient condition for the union of maximal subgroups of S to be a subsemigroup of S.
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Matrix congruences on orthodox semigroups
A matrix congruence \(\sigma\) on a semigroup S is a congruence for which S/\(\sigma\) is a rectangular band. In this paper, the author presents conditions by which a matrix congruence on the band \(E_ S\) of idempotents of an orthodox semigroup S can be extended to a matrix congruence on S.
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$J$-compatible orthodox semigroups
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Associate subgroups of orthodox semigroups
T. Blyth +2 more
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Orthodox Semigroups and E-unitary Regular Semigroups
identifier:http://webcatplus-equal.nii.ac.jp/libportal/DocDetail?txt_docid=NCID ...
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On orthodox semigroups and uniform and antiuniform bands
T. Hall
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