查询词典 integrability

Specially, in Hilbert spaces, some necessaryand sufficient conditions are given in terms of the uniformly square integrability anduniform boundness of the resolvent on the imaginary axis respectively. Furthermore,we consider this robustness fordifferential equations with unbounded operatorin the delay term.

我们进一步研究了时滞项含无界算子的抽象微分方程的小时滞鲁棒稳定性，获得了一些充分必要条件，并应用所得结论讨论了具解析半群生成元的时滞系统。

A few necessary and sufficient conditions with uniform integrability of B-valued random elements are obtained.

进而得到了B值随机元序列一致可积性的充要条件。

1St order - Generalized Spitzer problem: Inversion of Collision Operator,Integrability Conditions and Identification of Thermodynamic Forces

一阶- 广义的Spitzer 问题：的反转碰撞算子，热力学的结合条件和鉴定

And it makes a detailed and brief exposition, and offers some extremely targeted examples of the application, in order to understand the integrability conditions and enhance the understanding and application capability.

文章最后专门讨论了复合函数的黎曼可积性和可积函数列的逐项积分，得出了如何根据特定条件来判断一个复合函数可积性的定理和判定一个函数列可逐项积分的一个充分条件，并将其推广，得到一个更弱的充分条件。

2Nd order - Transport Equations: Integrability Conditions Yield Transport Equations, Complete Specification of Zero Order f

二阶- 传输方程式：可积分条件决定传输方程式，零阶f的完整描述

Then it quotes a sufficient condition, the necessary conditions and necessary and sufficient conditions for integration, including the application of mathematical analysis, Real Variable Function-related content which is useful to sum up the necessary and sufficient conditions of the integrability.

然后引述了积分的充分条件、必要条件及充分必要条件，包括应用数学分析、实变函数相关内容总结的可积的充要条件，并作了翔实扼要的论述和证明，且给出针对性极强的应用例题，以便加深对可积条件的理解及加强应用能力。

This thesis is devoted to singular point quantities and integrability conditions of complex polynomial differential systems with resonant singular point, and center-focus determination and bifurcation of limit cycles of planar polynomial differential systems.

在第二章中，对具p∶-q共振奇点的复自治多项式微分系统引入广义奇点量的概念，它是文[103]中奇点量概念的推广，它以在实平面多项式微分系统的中心焦点判断与极限环分支中有着极为重要意义的焦点量和鞍点量作为特例。

And the absolute integrability of integral is discussed.

并讨论了积分的绝对可积性。

In the field of contemporary nonlinear science, the integrability of nonlinear equations attracts much attention of researchers.

在当代非线性科学中，非线性方程的可积性是广大学者的重要研究方向之一。

It is the IST method that arouses great interesting to the study of integrability system.

正是反散射变换方法引起了人们对被遗忘多年的可积系统的研究兴趣。

This paper analyzes the compound attractor structure of a new three-dimensional autonomous chaotic system.

分析了一种新的三维自治混沌系统吸引子的复合结构。

ON shut rivals out of their transmission systems and shy away from reinvesting their profits in network improvements.

ON将竞争者挡在了其输送体系之后，并不愿将其收益再投资于网络改建工作。