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random integral
相关语句
  随机积分
     Existence and Comparison Results for Solutions' of Random Integral and Differential Equations
     随机积分方程和微分方程解的存在性和比较结果
短句来源
     Criteria for the Existence of Solutions to Random Integral and Differential Equations
     随机积分和微分方程解的存在性准则
短句来源
     Solutions for a System of Nonlinear Random Integral and Differential Equations
     非线性随机积分和微分方程组的解
短句来源
     Existence of Positive Random Periodic Solutions for a Class of Nonlinear Random Integral Equations
     一类非线性随机积分方程正随机周期解的存在性
短句来源
     Next, some applications of our results to nonlinear random integral and differential equations are given.
     其次,给出了我们的结果对非线性随机积分和微分方程的某些应用。
短句来源
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  “random integral”译为未确定词的双语例句
     SOLUTIONS FOR A SYSTEM OF NONLINEAR RANDOM INTEGRAL AND DIFFERENTIAL EQUATIONS
     SOLUTIONS FOR A SYSTEM OF NONLINEAR RANDOM INTEGRAL AND DIFFERENTIAL EQUATIONS
短句来源
     According to random integral theory, the coefficient of consolidation is modeled as a homogeneous random field, and the spatial probability characteristics of consolidation of soft clay ground is studied.
     根据齐次随机场和随机积分的概率方法,建立了固结系数的随机场模型,并研究了软粘土地基固结的空间概率特性。
短句来源
     Based on the probabilistic methods of one-dimensional real homogeneous Gaussian random field and random integral, this paper introduces four formulas for calculating the variance of random integral.
     根据一维实的齐次正态随机场和随机积分的概率方法。
短句来源
     Based on the probabilistic methods of one dimensional real homogeneous Gaussion random field and random integral, the auto correlation and the spatial variability of the coefficient of consolidation were compiled statistically for two districts, and sensitivity analysis of the degree of consolidation to the coefficient of consolidation was made for clayey subsoils.
     根据一维实的齐次随机场和随机积分的概率方法 ,对两个地区固结系数的自相关性和空间变异性进行了统计 ,探讨了自相关函数形式的选择 ,进而分析了粘性土地基固结度对固结系数的空间概率特性的敏感性 .
短句来源
  相似匹配句对
     ON RANDOM
     论随机性
短句来源
     S-Integral
     S积分
短句来源
     Random Writing of Integral Teaching
     积分教学随笔
短句来源
     On R-L Integral
     关于(R-L)积分
短句来源
     Fuzzy Random Volterra Integral Equations
     模糊随机Volterra积分方程
短句来源
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  random integral
Specifically we present a study of the random integral equation of the Volterra type given by
      
A stochastic model for a first-order metabolizing system which was studied in the deterministic sense by Branson and others is formulated and a detailed study of the random integral equation arising in the probabilistic model is presented.
      
In this paper, the generalized Langevin equation introduced by Kubo and Mori is formulated as a random integral equation.
      
Random integral equation formulation of a generalized Langevin equation
      
Elements from Uβ(Q are characterized in terms of convolution equations and as probability distributions of some random integral functionals.
      
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In this paper, first we show several new random fixed point theorems for random set-valued mappings and for a system of random set-valued mappings. Then, some applications of our results are given for the existence and the uniqueness of random solution for a system of nonlinear random integral and differential equations. Our theorems improve and generalize many recent findings of [4-7, 9, 11-17].

本文对随机集值映射和随机集值映射组证明了几个新的随机不动点定理,然后我们给出了所得结果对非线性随机积分方程组和随机微分方程组的某些应用。我们的结果改进和推广了[4~7,9,11~17]中的若干最近结果。

In this paper, we obtain a general random fixed point theorem which generalizes the main results of Engl[4,7] and Bocsan[8]. The usefulness of this theorem seems to lie in the fact that unlike many random fixed point theorems obtained by using special methods[1,4,5-13] can be proved by using our general theorem (Theorem 1 and Corollaries 1 and 2). Finally, we indicate some possible applications of our results to nonlinear random integral and differential equations.

在本文中我们得到了一个一般的随机不动点定理,推广了Engl和Bocsan的主要结果。这一定理的有用性在于目前由许多作者用特殊方法得到的随机不动点定理均能利用我们的一般定理(定理1和系1,2)得到,最后给出了我们的定理对随机积分和微分方程的应用。

In this paper, as the generalizations of Altman's directional contractors[4,5] and Le. and Padgett's random contractors[1,2] we introduce the concept of random directional contractors for set-valued random operators. Using the new concept and transfinite induction, we show several existence theorems to solutions of nonlinear set-valued random operator equations. Our theorems improve and generalize the corresponding results in[l,2,4,5,11]. Next, some applications of our results to nonlinear random integral...

In this paper, as the generalizations of Altman's directional contractors[4,5] and Le. and Padgett's random contractors[1,2] we introduce the concept of random directional contractors for set-valued random operators. Using the new concept and transfinite induction, we show several existence theorems to solutions of nonlinear set-valued random operator equations. Our theorems improve and generalize the corresponding results in[l,2,4,5,11]. Next, some applications of our results to nonlinear random integral and differential equations are given.

作为Altman的定向收缩理论和Lee,Padgett的随机收缩理论的推广,本文对非线性集值随机算子引入了随机定向收缩概念,利用这一新概念和超限归纳法,我们证明了非线性集值随机算子方程随机解的几个存在性定理。这些定理分别改进和推广了[1,2,4,5,11]中相应的结果。其次,给出了我们的结果对非线性随机积分和微分方程的某些应用。

 
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