1) exponentially bounded C-semigroups
指数有界C半群
1.
Making use of general Pettis integral,operator-valued mathematical expectation and continuous modified modulus,this paper has deduced the probabilistic approximation and convergent rates about exponentially bounded C-semigroups, which has improved existing results.
借助广义Pettis积分、算子值数学期望、连续修正模等概念,得到了指数有界C半群的概率型逼近式及收敛速度的估计式,改进了已有的结果。
2) exponentially bounded C-semigroup
指数有界C-半群
1.
Characterization of exponentially bounded C-semigroups by infinitesimal generators;
无穷小生成元对指数有界C-半群的刻划
3) exponentially bounded integrated C-semigroups
指数有界积分C半群
4) The Critical Spectrum of C-semigroups
C-半群的临界谱
5) exponentially bounded
指数有界
1.
On the basis of bi-continuous semigroups and n times integrated C-semigroups we introdue bi-continuous n times integrated C-semigroups for exponentially bounded case,and discuss their properties and a generation theorem.
在双连续半群和n次积分C-半群的基础上,引入了指数有界的双连续n次积分C-半群,并讨论了其性质和生成定理。
2.
In this paper,we conclude the approximation theorem of exponentially bounded n-times integrated C-semigroups by combining the approximation theorem of n-times integrated semigroups and the approximation theorem and then generalize the two approximation theorems.
结合n次积分半群逼近定理和C-半群逼近定理以及n次积分C-半群的相关性质,在指数有界条件下,得到n次积分C-半群的逼近理论,从而也推广了n次积分半群逼近定理和C-半群逼近定理。
6) Bounded factorization momoid
有界分解幺半群
补充资料：半有界算子
半有界算子
semi-bounded operator
一个半有界算子S总有一个具有同样下界c的半有界自伴扩张A(Fri改lriehs定理(Friedrichsthe。比m)).特别地，S和它的扩张有同样的亏指数(见亏值(de-fective value)).半有界算子〔脚面一b民奴曰。碑rat份;n。刃orpaH“，eu-“。面onepaT0p] Hilbert空间H上的一个对称算子(syrnr阴tricOPe功tor)s，对它存在一个数c使得对S的定义域中的所有向量义， (Sx，x))c(x，x).
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参考词条