integrability
英
美
n. 可积（分）性
双语例句
- This is usually a much stronger requirement than quadratic integrability.
这通常是一个比平方可积更强的要求。 - Integrability, conservation laws and new solitary waves of one type of shallow water wave models
一类浅水波模型的可积性、守恒量和新型孤立波 - The Integrability of the n-order Variable Coefficients Linear Ordinary Differential Equation
n阶变系数线性常微分方程的可积性 - A Method of Determining Integrability for a Class of Cubic Kolmogorov Systems
一类三次Kolmogorov系统可积性的判断方法 - Primary Study of Integrability of the First Type Abel Equation
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 - A Simple Proof for the Higher Integrability of A-harmonic Functions
A-调和函数高阶可积性的简单证明 - Based on Darboux theory, this paper discussed the integrability of the Riemann Integral and provides a necessary and sufficient condition for integrability.
文章利用达布和理论，讨论了黎曼积分的可积性问题，给出了一个可积的充分必要条件。 - Piecewise Function, Integrability and Existence of Primitive Function
分段函数、函数的可积性与原函数存在性 - Quantization and Quantum Integrability of the Neumann System
Neumann系统的量子化与量子可积性 - These results can be used to study the integrability of conjugate harmonic functions and estimate the integrals for them.
这些结果能被用来研究共轭调和函数的可积性并且估计它们的积分。 - Sum series of power series have wonderful analyzing nature in its interval of convergence, namely, continuity, and item-by-by integrability and differentiability.
幂级数的和函数在其收敛区间上具有较好的分析性质。即：连续性、逐项可积性和逐项可微性。 - It is also shown that the uniformly integrability is weaker than the condition of some convergence theorem.
并证明了一致可积性比[1]中的几个收敛定理的条件弱。 - Quadratic Integrability and Boundedness of Solutions of a Class of Linear Nonhomogeneous Differential Equations of Second Order
二阶非齐次微分方程解的平方可积性与有界性 - 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. It is composed of five chapters.
本文主要研究具共振奇点的复平面多项式微分系统的奇点量及其可积性条件以及平面多项式微分系统的中心焦点判定与极限环分枝问题，全文由五章构成。 - Based on the integrability of differential equations with constant coefficients, the paper gives integrable forms for two classes of two-order differential equations with variable coefficients through the substitution of variables.
本文根据某常微分方程的可积性，通过变量代换，给出了两类变系数微分方程的可积形式。 - Integrability condition of Second Order Polynomial System
二阶多项式系统的可积条件 - 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 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。 - Two types of fractional integrations of variable order on sphere are defined, and their integrability equivalence is proved.
定义了球面上两种变阶分数次积分概念，证明了它们的可积等价性。 - Afterwards the reverses, the measurability and the integrability of fuzzy functions have been defined with the use of set-valued functions analysis theory. The Necessary and sufficient conditions about measurability and integrability have been obtained.
然后利用集值分析知识讨论了模糊函数的逆函数，模糊函数的可测性以及它的可积性，导出了模糊函数可测、可积的充分必要条件。 - Moreover, the equivalent conditions on the integrability of almost complex structure on these twister manifolds are discussed.
进一步研究了这些twistor流形上的殆复结构的可积性。 - A kind of decision method of Integrability for Riccati differential equation
广义Riccati方程可积性的一类判定方法 - Whole Integrability Theorem of Locally Integrable Vector Field
局部可积向量场的整体可积性定理 - In this paper, the author discusses a class of Non-homogeneous Bernoulli Equations and obtains some new conclusions, thus solves their integrability.
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。 - Further, its integrability is given by the generating function method.
进一步利用母函数法给出其可积性的证明。 - The continuity of the freeform surface designed by this method is strongly determined by the integrability of the mapping.
然而，由该方法得到的自由曲面的连续性取决于映射关系的可积性。 - In the field of soliton theory, integrability of the nonlinear equations is of vital important research problem all the time.
在孤子理论的研究领域中非线性方程的可积性问题一直是一个重要的研究课题。 - This paper has listed some discrete integrable systems by the discrete zero curvature representation, and, some research such as the Liouville integrability, infinitely many conservation laws and integrable couplings have been investigated.
本文利用离散的零曲率表示的方法构造了几个新的离散的可积系统，并对离散的可积系统的Liouville可积性、无穷多守恒律、可积耦合系统作了研究。 - Then we find the integrability conditions are as the conditions under which the soliton can exist.
然后我们通过分析发现可积性条件是孤子存在的条件。