Results 131 to 140 of about 141,848 (276)
Semigroup compactifications by generalized distal functions and a fixed point theorem
The notion of Semigroup compactification which is in a sense, a generalization of the classical Bohr (almost periodic) compactification of the usual additive reals R, has been studied by J. F. Berglund et. al. [2].
R. D. Pandian
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Embedding inverse semigroups in coset semigroups
The setK(G) of all cosets X of a group G, modulo all subgroups of G, forms an inverse semigroup under the multiplication X*Y=smallest coset that constains XY. In this note we show that each inverse semigroup S can be embedded in some coset semigroupK(G).
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The Endomorphism Semigroup of a Special Semigroup
The endomorphism semigroup for a class of commutative semigroups, called special semigroups, will be studied their structures will be determined in some important cases. AMS Classification : 20 Keywords: Special semigroups, freeness, divisibility, direct sums, endomorphism, endomorphism semigroup.
Mohd Altab Hossain, Subrata Majumdar
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Semigroup of endomorphisms of a locally compact group [PDF]
Morikuni Gotô, Naoki Kimura
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PARTIALLY ORDERED ABELIAN SEMIGROUPS I. ON THE EXTENSION OF THE STRONG PARTIAL ORDER DEFINED ON ABELIAN SEMIGROUPS [PDF]
Osamu Nakada
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The semigroup of semigroup extensions
J. W. Stepp+3 more
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Quasi-Distribution Semigroups and Integrated Semigroups
The author extends the notion of generator of distribution semigroups on Banach spaces to non-densely defined operators. He also introduces a functional calculus for these operators and characterizes integrated semigroups in terms of this functional calculus.
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Tetrahedral chains and a curious semigroup
In 1957 Steinhaus asked for a proof that a chain of identical regular tetrahedra joined face to face cannot be closed. Świerczkowski gave a proof in 1959.
Ian Stewart
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Denumerable Markov processes and the associated contraction semigroups on l [PDF]
G. E. H. Reuter
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Generalized Polynomials on Semigroups
This article has two main parts. In the first part we show that some of the basic theory of generalized polynomials on commutative semi-groups can be extended to all semigroups.
Ebanks Bruce
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