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improperly integrable function相关的网络例句

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Then we study theaffine Toda field theory and its integrable boundary condition.

然后研究了affine Toda场论及ZMS模型的可积边界条件。

In this paper,using the prolongation approach of differentialgeometry we discussed the algebraic structures of some newphysical integrable models.

本文利用微分几何的延拓方法讨论了一些新的具有物理意义的可积模型的代数结构。

Firstly, we give a basic notion and basic theory of C-D pair and C-D integrable system and then we study their applications.

首先给出了C-D对和C-D可积系统的基本理论,然后是具体研究了它们的应用。

Suppose that and are integrable on and is a constant .

设函数和在上都可积,是常数,则和+都可积,并且

In particular,many integrable equations arise naturally from motions of curves and surfaces.

特别地,许多可积方程都自然地产生于曲线和曲面运动。

On the other hand, four necessary and sufficient conditions under which the equation is integrable are given.

同时也得到了二阶齐次变系数线性方程可积的其它一些充要条件。

The question on bifurcation of limit cycles in quadratic conservative perturbations of a quadratic integrable system is discussed.

研究了一个具有同宿轨的二次可积系统在二次保守扰动下的分支现象。

This is an introductory textbook on the geometrical theory of dynamical systems, fluid flows, and certain integrable systems.

这一引导教科书关于动态系统,流体的几何理论流动,以及有个integrable系统。

For the integrable Hamilton systems, the Invariant tori can be continuation in a certain range if the perturbation of the coupled systems is small enough.

对可积分的Hamilton系统,加上足够小的扰动,系统的不变环面所代表的规则运动在一定范围内都是可延拓的。

Integrability of some subbundles and geometric structuresin case of integrable,isometry groups on the〓-H-type groups.

在第二章中,我们构造并且研究了二步齐性幂零流形的另一类〓型群的几何性质。

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牢固树立多元文化的理念和正确把握先进文化的发展方向,有助于在世界范围内自觉地抵制恐怖主义,民族分裂主义和宗教极端主义。不仅具有重大的学术理论意义,而且也具有重大的现实意义和深远的历史意义。

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