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c半群     
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  c-semigroup
     Congruences on a Left C-Semigroup
     左C-半群上的同余
短句来源
     The solution of abstract Cauchy problem is discussed using the method of integrted C-semi-grotip and the corresponding results of C-semigroup are then generalized.
     用积分C-半群的方法讨论了抽象Cauchy问题的解,从而推广了C-半群的相应结果。
短句来源
     The relation between the completely π-regular semigroup (GV-Semigroup) and itsbi-ideals and the relation between π-regular semigroup (π-inverse semigroup, strongly π-inversesemigroup and C-semigroup) and its ideals are discussed respectively.
     主要讨论了完全π-正则半群和GV-半群与其双理想; π-正则半群,π-道半群,强π-逆半群和C-半群与其理想之间的关系。
短句来源
     THE INTEGRATED C-SEMIGROUP ANDITS SPECTRAL MAPPING THEOREM
     积分C-半群及其谱映射定理
短句来源
     This paper proves that the congruence lattice of a left C-semigroup is isomorphic to the lattice of all congruence aggregates for a left C-semigroup.
     证明了左C-半群的同余格同构于它的同余组格。
短句来源
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  c-semigroups
     Congruences and Homomorphic Image of Left C-semigroups
     左C-半群上的同余与同态像
短句来源
     POTENTIAL OPERATOR OF C-SEMIGROUPS
     C-半群的位势算子
短句来源
     The Freud Type Theorem for Probabilistic Representation Formulas of C-Semigroups
     C-半群概率表示的Freud型估计
短句来源
     Local Integrated C-Semigroups and theCauchy Problems(Ⅱ)
     局部积分C-半群与抽象Cauchy问题(Ⅰ)
短句来源
     HOLOMORPHIC C-SEMIGROUPS AND ITS PERTURBATIONS
     C-半群的解析性及其扰动
短句来源
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  c semigroups
     Left semi spined product structures of this class of semigroups are given. Two special subclasses of the class of left semiregular orthogroups are studied. The relationships between the class of left(right) semiregular orthogroups and the class of quasi C semigroups are obtained.
     作为拟C-半群的推广,本文定义了左半正则纯整群并半群,给出了它的左半织积结构.讨论了两类特殊的左(右)半正则纯整群并半群,得出了左(右)半正则纯整群并半群类与拟C-半群类之间的关系
短句来源
     This paper studies the equivalence of strong and weak limits in definition of the infinitesimal generator of C semigroups and the related properties of the generator, and discusses the applications of C semigroups to homogeneous and inhomogeneous abstract Cauchy problems.
     本文研究了C-半群的无穷小生成元定义中强弱极限的等价性及生成元的有关性质,讨论了C-半群在齐次与非齐次Cauchy问题中的应用。
短句来源
     Commuting perturbations of subgenerators of exponentially bounded integrated C semigroups are discussed in [1]. The result is generalized to the case for nonexponentially bounded integrated C semigroup in this paper.
     文[1]给出了指数有界的积分半群生成元的交换扰动定理,本文将这一结果推广到非指数有界的积分C-半群情形.
短句来源
     The concept of sub strong left C semigroups is introduced. Some characterizations and structures of sub strong left C semigroups are given.
     引进次强左C- 半群的概念,并给出它们的特征和结构
短句来源
  c - semigroups
     Characterizations and the structure of spined products of the class of weakly left C- rpp semigroups are given in terms of SRLCM- semigroups, weakly left C- semigroups, left quasi- normal bands, left C- rpp semigroups and right normal bands.
     本文利用 SRLCM-半群,弱左 C-半群,左拟正规带,左 C- rpp半群和右正规带给出了弱左 C- rpp半群的若干特征及其织积结构 .
短句来源
     Weakly left C- rpp semigroups are generalizations of weakly left C- semigroups and left C- rpp semigroups among rpp semigroups.
     弱左 C- rpp半群是弱左 C-半群和左 C- rpp半群在 rpp半群类的推广 .
短句来源

 

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      c-semigroup
    In this paper, we aim at extending this result to the case where A is the generator of a holomorphic C-semigroup.
          
    Let A be the generator of an n-times integrated C-semigroup.
          
    The next proposition relates a K-convoluted C-cosine function and a K-convoluted C-semigroup.
          
      c-semigroups
    The exponential-type representation formulas for C-semigroups
          
    Some exponential-type representation formulas for C-semigroups are given in Banach space, Moreover, we obtain a corresponding Voronovskaja-type asymptotic formula.
          
    Spectral mapping theorems for exponentially bounded c-semigroups in Banach spaces
          
    Integrated semigroups, C-semigroups and the abstract Cauchy problem
          
    On perturbation theory for exponentially bounded c-semigroups
          
    更多          


    C-semigroup and a kind of Cauchy's problem perturbatione have been disccussed, and two important conclusions have been derived.

    讨论C-半群及一类Cauchy问题的扰动,给出了两个重要结论。

    In this paper we give a characterization of the spectrum of a Co-semigroup on Lp (Ω) (1

    本文给出用(入—A)~-1的性质表示的L~p(Ω)(1C半群谱的特征并把L~2(Ω)上的一些重要结果推广到L~p(Ω),(1

    The integrated C-semigroup useful to the study of C-semigroups when the range of C is not dense was introduced by Miyadera in 1988. In this paper, some results concerning integrated C-semigroups are obtained, including a generation theorem in terms of the Laplace transform, the relations between C-semigroups and integrated C-semigroups, two bounded perturbation theorems and the application to abstract Cauchy problems.

    本文研究C具非稠值域时的积分C半群,得到一些基本结果,主要包括积分C半群生成定理的Laplace刻划、积分C半群C半群的联系、有界扰动定理及抽象Cauchy问题的应用.

     
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