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 广义微分
 generalized differential
 Generalized differential quadrature method for computing transient dynamic response of one dimensional structures 计算一维结构瞬态动力响应的广义微分求积法 短句来源 The Generalized Differential Theorems of Mean and Their Applications in Getting Limits 广义微分中值定理及其在求未定式极限中的应用 短句来源 Simulation Method of Hybrid System Based on Generalized Differential Petri Net 基于广义微分Petri网的混合系统仿真方法 短句来源 Generalized differential quadrature mathod for vibration analysis of annular plates with variable thickness 用广义微分求积法分析变厚度圆板的自由振动 短句来源 In this paper we obtain the asymptotic formula of Intermediate value in some generalized differential malue theorems, as a continuance of the peper [1]. 本文作为文［1］的继续，研究了几种广义微分中值定理中间值的渐近性公式。 短句来源
 generalized differential
 Generalized differential quadrature method for computing transient dynamic response of one dimensional structures 计算一维结构瞬态动力响应的广义微分求积法 短句来源 The Generalized Differential Theorems of Mean and Their Applications in Getting Limits 广义微分中值定理及其在求未定式极限中的应用 短句来源 Simulation Method of Hybrid System Based on Generalized Differential Petri Net 基于广义微分Petri网的混合系统仿真方法 短句来源 Generalized differential quadrature mathod for vibration analysis of annular plates with variable thickness 用广义微分求积法分析变厚度圆板的自由振动 短句来源 In this paper we obtain the asymptotic formula of Intermediate value in some generalized differential malue theorems, as a continuance of the peper [1]. 本文作为文［1］的继续，研究了几种广义微分中值定理中间值的渐近性公式。 短句来源
 extended differential
 EXTENDED DIFFERENTIAL MEAN VALUE THEOREM OF A FAMILY OF FUNCTIONALS 泛函族的广义微分中值定理 短句来源
 “广义微分”译为未确定词的双语例句
 Asymptotic Formula of Intermediate Value in Generalized Mean Value Theorem 广义微分中值定理中间值的渐近性公式 短句来源 AN INTEGRAL INV0LVING PATH SYSTEMS AND GENEKALIZED DIFFERENTIAL EQUATI0N(dy/dz)_E=f(x,y) 基于Path系的广义积分与广义微分方程（dy／dx）＿E＝f（x，y） 短句来源 GENERALIZED DIRECTIONAL DERIVATIVE AND DIFFERENTIAL OF NONDIFFERNTIABLE TWO LEVEL LIPSCHITZ PROGRAMMING 非可微分二层Lipschitz规划的广义微分和广义方向导数 短句来源 This paper is based on some fundamental concepts in [7], Clarke's generalized derivatives[1], as well as Lasotra's and Strauss's definitions of the differential -Df(x) of a multivalued function f(x)[6]. 本文以[7]的基本概念为基础,并根据Clarke的广义导数,以及Lasotra和Strauss的多值函数f(x)的广义微分D_f(x)的定义。 从而建立了区域函数F(x)的广义导数 讨论了区域函数F(x)的广义导数的存在性; 短句来源 On the Asymptotic Behavior of ″Intermediate Point″in the Generalized Mean Value Theorem of Differentials 广义微分中值定理的“中间点”的渐近性 短句来源 更多

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 generalized differential
 The existence of solutions of generalized differential equations Some boundary-value problems for generalized differential equations Using this method, we obtain new results for ordinary and generalized differential equations. Generalized Differential Identities of (Semi-)Prime Rings On a method for constructing solutions of boundary value problems for linear generalized differential systems 更多
 This paper is a survey of the generalized differetial equations. It is a complete and systematic survey and analysis, related to the theory, methods and applications of generalized differetial equations. Among other things, the international and internal main results, since A. F.Filippov originally established his, in 1967, up to now, are presented. Here some main works of the author are involved too. Some applications and developmental tendency are also subjected to a guess. 本文是一篇广义微分方程的综述文章。它概述了自1967年(?)首先建立广义微分方程以来,直到目前国际国内在这方面的研究成果,本文主要介绍了广义微分方程的理论,方法和应用方面的一些主要结果,并对此作了较为全面的、系统的综合分析,其中还包括了作者近年来在这方面的工作,展望了它的应用和发展趋势。 This paper is based on some fundamental concepts in [7], Clarke's generalized derivatives[1], as well as Lasotra's and Strauss's definitions of the differential -Df(x) of a multivalued function f(x)[6]. Thereby, the generalized derivatives of a region function F(x) is defined as 本文以[7]的基本概念为基础,并根据Clarke的广义导数,以及Lasotra和Strauss的多值函数f(x)的广义微分D_f(x)的定义。从而建立了区域函数F(x)的广义导数 讨论了区域函数F(x)的广义导数的存在性;建立了区域函数的广义Fr(?)chet导数存在的必要充分条件。 In this paper, the authors present the generalized differential variational principle and generalized D'Alembert's equations. And two examples of nonholonomic variable mass systems are given for practical application. 提出变质量非完整系统的广义微分变分原理及广义D’Alembevt方程,并举了两个应用实例。 << 更多相关文摘
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