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1)  perturbation of Dirichlet form
狄氏型扰动
1.
In this paper, we put the concept of perturbation of Dirichlet form by Dirichlet form in the first time and obtain some conditions for the perturbed Dirichlet form to be quasi-regular.
本文在狄氏型扰动的经典意义基础上，首次提出了狄氏型关于狄氏型的扰动的概念，并得到了若干使得扰动后的狄氏型具有拟正则性的条件，最后给出了一些应
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2)  perturbation of Dirichlet form by Dirichlet form
狄氏型关于狄氏型的扰动
1.
In this paper, we put the concept of perturbation of Dirichlet form by Dirichlet form in the first time and obtain some conditions for the perturbed Dirichlet form to be quasi-regular.
本文在狄氏型扰动的经典意义基础上，首次提出了狄氏型关于狄氏型的扰动的概念，并得到了若干使得扰动后的狄氏型具有拟正则性的条件，最后给出了一些应
3)  Dirichlet form
狄氏型
1.
Let X be a Lévy process and (ε,D(ε)) be the Dirichlet form associated with it.
设(Xt)t>0是Lévy过程,(ε,D(ε))为其联系的狄氏型;对任意的u∈D(ε),设Ntu为u(Xt)-u(X0)的Fukushima分解中的零能量连续可加泛函。
2.
Given a family of resolveal kernels on a Lusin measurable space, we prove that under the suitable condition there exists a topology on the measurable space such that the Dirichlet form associated with the resolvent kernels is quasi-regular.
本文考查了豫解核所对应的狄氏型在什么情况下是拟正则的。
3.
In this paper, we put the concept of perturbation of Dirichlet form by Dirichlet form in the first time and obtain some conditions for the perturbed Dirichlet form to be quasi-regular.
本文在狄氏型扰动的经典意义基础上，首次提出了狄氏型关于狄氏型的扰动的概念，并得到了若干使得扰动后的狄氏型具有拟正则性的条件，最后给出了一些应
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4)  symmetric dirichlet form
对称狄氏型
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5)  regular semi-Dirichlet form
正则半狄氏型
1.
In this paper we first discuss the relations between some notions defined by regular semi-Dirichlet forms and some notions defined by the associated Hunt processes, mainly prove the equivalence of exceptional sets, ε-exceptional sets and semipolar sets, and the equivalence of q.
本文首先讨论由正则半狄氏型所定义的一些概念与由相应Hunt过程所定义的一些慨念之间的关系,主要证明了例外集、ε-例外集与半极集的等价性,q。
6)  part of semi-Dirichlet form
半狄氏型的部分
补充资料：狄狄
1.跳跃貌。狄，通"趯"。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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