可积性

B值随机元序列的收敛性及一致可积性

Convergence and Uniform Integrability for Sequence of B-valued Random Elements

n阶变系数线性常微分方程的可积性

The Integrability of the n-order Variable Coefficients Linear Ordinary Differential Equation

为进一步研究r连通性的可积性等诸多性质作了必要的准备。

Thus it made a necessary preparation for further discussion of other properties of r connectivity .

AdS弦的κ对称性与可积性及相关研究

Study on κ Symmetry and Integrability of AdS String and Related Research

含DM相互作用的海森堡模型的完全可积性

Integrability of the Heisenberg model with DM interaction

本文基于李（Lie）群理论研究了二阶、三阶和n阶自治系统的可积性。

Based on Lie group theory , the integrability of second order , third order and n-th order autonomous system is studied .

讨论了Fuzzy值函数的可积性，并在更一般的条件下证明了Fuzzy值函数的积分仍是一Fuzzy数测度。

Next , the integrability of fuzzy valued function was discussed , and the integral of fuzzy valued function is a fuzzy number measure under some conditions was proved .

广义Riccati方程可积性的一类判定方法

A kind of decision method of Integrability for Riccati differential equation

Berry相的可积性与拓扑性

The Integrable Property and the Topological Property of the Berry 's Phase

Riccati方程的可积性条件及应用

The Integral Conditions of Riccati Equation and its Application

一个有限维Hamiltonian系统的完全可积性

Complete integrability of a finite-dimensional Hamiltonian system

第一类阿贝尔方程可积性的初步研究阿贝尔（Abel）方程的一个特殊解法

Primary Study of Integrability of the First Type Abel Equation

保向形式Jacobi的可积性

On the Integrability for the Jacobi of Orientation-preserving Forms

一类Riccati方程可积性条件的推广

Extension of Integral Conditions of Riccati Differential Equation

Neumann系统的量子化与量子可积性

Quantization and Quantum Integrability of the Neumann System

论极限、连续与Riemann可积性

On Limit 、 Continuum and Riemann Integrability

一类三次Kolmogorov系统可积性的判断方法

A Method of Determining Integrability for a Class of Cubic Kolmogorov Systems

HOLONOMIC方程在正则点处的完全可积性条件

On conditions for complete integrability of holonomic equations at regular points

本文中我们以AdS2×S~2弦为例，研究它的κ对称性以及作用量的可积性等，然后将此结果推广到一般AdS弦。

In this paper , we focus on the AdS_2 × S ~ 2 string , then generalize our results to other AdS string .

双光子J-C模型的可积性与非经典效应

Integrability and Non Classical Effects of Two Photon J C Model

Guo族约束流的经典Poisson结构、Lax表示、r-矩阵和Liouville可积性

Lax Representation , Classical Poisson Structures , r - Matrices and Liouville Integrability for Constrained Flows of Guo Hierarchy

高亏格黎曼面上Liouville系统的可积性Ⅰ.经典情形

Integrability of Liouville System on High Genus Riemann Surface . I. Classical Case

研究弦Sigma模型的可积性、解变换可以帮助人们更好地理解AdS/CFT对应。

Studying the integrability and solution transformation of the string Sigma model may benefit us greatly to understand the AdS / CFT correspondence .

对非齐次Bernoulli方程作了探讨，得到了一些新的结论，由此解决了一类非齐次Bernoulli方程的可积性问题。

In this paper , the author discusses a class of Non-homogeneous Bernoulli Equations and obtains some new conclusions , thus solves their integrability .

通过r矩阵，得到4N个函数不相关并互相对合的运动积分，由此证明了Liouville意义下的完全可积性。

4N functionally independent and involutive integrals of motion are obtained via the r-matrix , which shows that the system is completely integrable in the Liouville sense .

引入伴随坐标，建立C－KdV族的约束系统以及它的Lax表示与R－矩阵，还证明其约束系统的可积性。

By introducing the so - called adjoint coordinates , the constrained systems of the C KdV hierarchy , their Lax representations and R matrices are constructed . The integrability of the constrained systems are also proved .

从讨论中可以看出，Cesáro一致可积性也是研究两两NQD列弱大数定律的有效工具。

Our discussions show that Ces á ro uniform integrability is also an effective tool in studying the weak law of large numbers for pairwise NQD sequences .

通过文本给出的结果，我们研究了Burgers方程和BURGERSKDV方程的可积性，证明了这两类方程都只有一个守恒率。

The connection is obtained based on techniques of differential algebra . Applying the result to Burgers equation and Burgers KdV equation , we prove that both equations have only one conservation law .

本文利用Hodge分解等工具，给出了保证空间映射微分的外幂可积性的一个充分条件。

This paper gives a sufficient condition to ensure the integrability of exterior power for the differential of space mappings by using the method of Hodge decomposition .

本文给出一个演化方程族约束系统的Lax表示、r－矩阵、经典Pois－son结构与可积性的证明。

For the constrained systems of a evolution equation hierarchy , the Lax representations , r matrices and the classical Poisson structures are given in this paper . The proof of integrability of these constrained systems are also presented .