Semigroups of the same type
Congruences on *-bisimple type A I-semigroups
... bisimple type A ...*-bisimple type A ...*-bisimple type A I-semigroup is the subject of section 4 while the maximum idempotent-separating congruence is treated in section ...
14
Nonlinear Markov semigroups and interacting Lévy type processes
... these type of results (see ...contraction semigroups, yields new insights in the analytic aspects of the processes under consideration (Feller property, structure of the cores of the generators, precise ...
50
A structure theorem for left restriction semigroups of type F
... adequate semigroups that are F-right abundant otherwise known as right adequate semigroups of type F was given by Cui and ...restriction semigroups: a semigroup is a left restriction semigroup ...
8
Proper covers for LU-ample type B semigroups
... -ample type B semigroup and prove that any proper cover for a L ˜ U -ample type B semigroup is a proper cover over a ...-ample type B semigroups is ...right type B ...
14
Sequentially Complete S-acts and Baer Type Criteria Over Semigroups
... By using Theorem 1 in this paper in fact we use injectivity only with respect to a monomor- phism S → S 1 which is s-completeness. As we saw in Remark 2, every injective S -acts is s-complete but the converse is not true ...
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Jessen’s type inequality and exponential convexity for positive \(C {0}\) semigroups
... Jessen’s type inequality for normalized positive C 0 -semigroups is ...Jessen’s type inequality has also been derived for the corresponding adjoint semigroup, which does not give the analogous ...
10
A note on the spectral operators of scalar type and semigroups of bounded linear operators
... scalar type, the well-known characteriza- tions of the generation of C 0 - and analytic semigroups of bounded linear operators can be reformulated exclusively in terms of the spectrum of such operators, the ...
6
About Jensen’s inequality and Cauchy’s type means for positive C0-semigroups
... bounded linear positive operators, defined on a Banach lattice algebra. The intention to gener- alize the concept of Cauchy’s type means for operator-semigroups, is not very unaccustomed. As recently in ...
13
Explicit iterations for Lipschitzian semigroups with the Meir Keeler type contraction in Banach spaces
... 17. Suzuki, T: Strong convergence of Krasnoselskii and Mann’s type sequences for one-parameter nonexpansive semigroups without Bochner integrals. J. Math. Anal. Appl. 305(1), 227-239 (2005) 18. Lim, TC: On ...
15
Super Logarithmic Sobolev inequalities and Nash-type inequalities for sub-markovian symmetric semigroups
... Davies-Simon type, energy-entropy inequality, Nash-type inequality and Sobolev-type inequal- ...sub-Markovian semigroups (and some ...ultracontractive semigroups but also for some ...
33
Fuzzy generalized bi–Γ–ideals of type (λ, θ) in ordered Γ–semigroups
... of Type (λ, θ) In Ordered Г-Semigroups Faiz Muhammad Khan a , Nor Haniza Sarmin a* , Asghar Khan b a Department of Mathematical Sciences, Faculty of Science, Universiti Teknologi Malaysia, 81310 UTM Johor ...
6
Abstract. Characterizations of Perron-type for the exponential sta- bility of exponentially bounded C-semigroups are given. Also, some applications for the asymptotic behavior of the integrated semigroups are obtained.
... THE PERRON PROBLEM FOR C-SEMIGROUPS Petre PREDA, Alin POGAN and Ciprian PREDA Abstract. Characterizations of Perron-type for the exponential sta- bility of exponentially bounded C-semigroups are ...
11
A computer application on Arf semigroups and type sequences of numerical semigroups
... the type sequence of a given numerical semigroup (H) and another two modules that determine whether the given numerical semigroup is an Arf numerical semigroup (I, ...
6
The structure of fixed-point sets of Lipschitzian type semigroups
... one-parameter semigroups of nonlinear mappings which are not nec- essarily Lipschitzian in Banach ...for semigroups of non-Lipschitzian pseudo-contractive ...for semigroups which are not necessarily ...
21
On scalar type spectral operators, infinite differentiable and Gevrey ultradifferentiable C0 semigroups
... E A (δ) ≤ M, (2.5) see [3]. Observe that, in (2.5), the notation · was used to designate the norm in the space of bounded linear operators on X. We will adhere to this rather common economy of symbols in what follows, ...
22
Ends of semigroups
... If y ≡ x g i then y g i 6≡ y, as x is not equivalent to y. It follows either y g i y or y g i 6< y. Again as y is maximal of its type we cannot have y g i y. Hence, y g i 6< y for all i ∈ I. These y g i are the r ...
206
An Application of le-semigroup Techniques to Semigroups, Γ-semigroups and to Hypersemigroups
... If S is a semigroup or a Γ-semigroup, then the set P(S) of all subsets of S is an le-semigroup. If S is an hypersemigroup, then the set P ∗ (S) of all nonempty subsets of S is an le-semigroup. So all the results of ...
18
Universal locally finite maximally homogeneous semigroups and inverse semigroups
... Problem 1. Is it true that every principal factor of T is isomorphic to the semigroup S? 7.3. The right and left ideal structure of T . We have seen that the J -classes of T have order type (Q, ≤). For I we proved ...
25
Semigroups of differentiable functions
... each type of differentiation, the continuous linear mapping u is uniquely determined, and is called the Gateaux, Hadamard, and Frechet derivative of / at a , ...
94
On divided difference semigroups
... The Newtonian divided-di¤erence operators generate the nil-Coxeter algebra and semigroup. A bijective correspondence between the nil-Coxeter semigroup and the symmetric group is used to provide braid-like diagrams for ...
13