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Ergodic Theory and Probabilistic Approximations for Generalized Operator Semigroups

机译:广义算子半群的遍历理论和概率逼近

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摘要

The definition of Abel-ergodic and Cesàro-ergodic about generalized operator semigroups are given and some characteristics of two ergodicities are discussed. Then the equivalence conditions of two ergodicities are obtained. At last, by means of the Pettis integral, the operator- valued mathematical expect and the generalized continuous modified modulus, the probabilistic approximation and convergent rates are given for generalized operator semigroups.
机译:给出了关于广义算子半群的Abel遍历和Cesàro遍历的定义,并讨论了两个遍历的一些特征。然后得到两个遍历的等价条件。最后,利用Pettis积分,算子估值的数学期望值和广义连续修正模量,给出了广义算子半群的概率逼近和收敛速度。

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