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101.
102.
Xiangfei Ni 《Semigroup Forum》2009,78(1):34-53
The concept of quasi-adequate transversals is introduced. Some properties and characterizations for abundant semigroups with
a multiplicative quasi-adequate transversal are obtained. In particular, a structure theorem for such abundant semigroups
is given. Finally, some special cases are considered.
This research was partially supported by the National Natural Science Foundation of China (No. 10571077) and the Natural Science
Foundation of Gansu Province (No. 3ZS052-A25-017). 相似文献
103.
Alexander Bendikov Patrick Maheux 《Transactions of the American Mathematical Society》2007,359(7):3085-3097
Assuming that a Nash type inequality is satisfied by a non-negative self-adjoint operator , we prove a Nash type inequality for the fractional powers of . Under some assumptions, we give ultracontractivity bounds for the semigroup generated by .
104.
In this article, we study for the ‐realization of the vector‐valued Schrödinger operator . Using a noncommutative version of the Dore–Venni theorem due to Monniaux and Prüss, we prove that the ‐realization of , defined on the intersection of the natural domains of the differential and multiplication operators which form , generates a strongly continuous contraction semigroup on . We also study additional properties of the semigroup such as extension to L1, positivity, ultracontractivity and prove that the generator has compact resolvent. 相似文献
105.
Let S be a semigroup of words over an alphabet ∑ . Suppose tliar every two words u and e over ∑ are equal in S if (1) the sets of subwords of length k of the words a and b coincide and are non-empty. (2) the prefix (suffix) of u of length k1 is equal to the prefix (suffix) of e. Then S is called k-testable. A semigroup is locally testable if it is k-testable for some k > 0. We present a finite basis of identities of the variety of A'-testable semigroups. The structure of k-testable semigroup is studied. Necessarv and sufficient conditions for local testability will be given. A solution to one problem from the survey of Shevrin and Sukhanov (1985) will be presented. 相似文献
106.
Hugo D. Fernández Sare B. Miara M.L. Santos 《Mathematical Methods in the Applied Sciences》2012,35(18):2157-2165
In this paper, we consider a piezoelectric dissipative system in which a dissipation term is given through the mechanical part of the stress tensor. The abstract Cauchy problem associated to this system generates a semigroup of linear operators. We establish the analyticity of this semigroup that, in turn, implies the exponential decay of the corresponding energy and the strong regularity of the solutions. Copyright © 2012 John Wiley & Sons, Ltd. 相似文献
107.
《Mathematische Nachrichten》2017,290(1):120-141
We obtain general lower estimates of transition densities of jump Lévy processes. We use them for processes with Lévy measures having bounded support, processes with exponentially decaying Lévy measures for large times and for processes with high intensity of small jumps for small times. 相似文献
108.
Kazuhide Nakajo 《Journal of Mathematical Analysis and Applications》2003,279(2):372-379
In this paper, we show strong convergence theorems for nonexpansive mappings and nonexpansive semigroups in Hilbert spaces by the hybrid method in the mathematical programming. 相似文献
109.
Let X be a Banach space with a weak uniform normal structure and C a non–empty convexweakly compact subset of X. Under some suitable restriction, we prove that every asymptoticallyregular semigroup T = {T(t) : t ∈¸ S} of selfmappings on C satisfying
has a common fixed point, where WCS(X) is the weakly convergent sequence coefficient of X, and\({\left| {{\left\| {T(t)} \right\|}} \right|}\) is the exact Lipschitz constant of T(t). 相似文献
${\mathop {\lim \inf }\limits_{S \mathrel\backepsilon t \to \infty } }{\left| {{\left\| {T(t)} \right\|}} \right|} < {\text{WCS}}(X)$
110.
童晓平 《浙江大学学报(理学版)》1999,26(3):22-28
本文主要研究 Munn环和完全 0-单半群环的弱正则性.本文讨论了当 R是一个有单位元的环且I 与 Λ无限 , 或者 R 是一个强 IBN 且是一个有单位元的完全有限 Dedekind 环且或者 I 或者 Λ有限时 ,M u n n 环 M ( R ; I ,Λ; P ) 的弱正则性 . 描述了一个完全 0-单半群环 S = M0( G; I ; Λ; P ) 其半群环 R S 的弱正则性 .本文将文献 [1 ]中有关正则性的许多重要结论推广到了弱正则性 相似文献