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cauchy kernel相关的网络例句

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Cauchy problem and thendiscretize them in systems of ODEs.

我们给出了Nτ(0)-相容性的一个必要条件。

Numerical experiments are made to examine how the boundary Cauchy data affect the inverted process.

我们并具以数种数值的实验来观察柯西资料是如何影响到反算的量。

In this paper, complex valued harmonic conjugate function is defined, Cauchy Riemann equations of complex valued harmonic functions are considered.

定义了复调和函数的共轭复调和函数,给出了复调和函数的Cauchy—Rie-mann方程,同时讨论了它们与解析函数之间的关

Being based on the acknowledgement of continuum medium hypothesis, it has made an analysis of some general movements of macro material, which points out that there are a series non-consistence problems in logic in the Cauchy's stress theory and Stokes's stress hypothesis, etc.

除了指出 Cauchy 的两个应力定理, Stokes 应力假设等存在的逻辑不自洽问题,并产生的原因进行了系统分析以外,演绎地构造了连续介质物质模型严格假设下的完整形式表述体系,并且演绎地导得这个演绎体系必然导致三维物质流形,在三维 Euclid 空间中恒为超定。

In this paper the topological properties of solution set of non-autonomous differential inclusions are discussed,and the fact that the mild solution set of Cauchy is a retract of a convex subset of a Banach space is proved.

讨论了半线性微分包含解的拓扑性质,证明了非自治情况下其适度解集是一Banach空间的凸子集的收缩核,且收缩映射连续依赖于初值。

As we known, the total curvature of a simple closed plane curve γ is ±2π, that is,∫γ kds =±2π, from Cauchy-Schwarz's inequality, one gets that We will use Minkowski's support function to study the stability of the above

我们将利用Minkowski支撑函数,在Hausdorff距离的意义下研究这一不等式的稳定性。

In this paper we define distribution cosine functions covering the degenerate case. We also consider the degenerate distribution function generated by a multi valued operator A, its relation to the integrated cosine function and the wellposedness of the degenerate abstract Cauchy problem.

引 言分布半群的概念最早由 L ions在 6 0年代引入,近年来,其他类型的分布半群相继被定义和讨论[1— 4],由于研究退化线性方程的需要,多值算子对应的 Cauchy问题也开始受到人们关注,在 [2 ,4]中有退化情形的分布半群的定义及研究。

By using the theory of linear evolution systems and Sadovskii's fixed point theorem, chapter3 deals with the existence of mid-solutions,strong solutions for the Cauchy problems of neutralabstract functional differential equations dependent on time with unbounded delay, here theright function in the equations satisfies the Caratheodory conditions.

第三章利用线性发展系统理论和Sadovskii不动点定理研究了具有无穷时滞中立型时变泛函微分方程Cauchy问题mild-解、强解的存在性。其中方程的右端函数满足Caratheodory条件。

Physics majors learn the differential and integral calculus in the style of Cauchy and Weierstrass, with ε–δ definitions of continuity and differentiability.

这个定理还是非常有用的,下面就来演示一下。证明存在a,b两个无理数,使 a b 为有理数。是无理数,现在考察数X

However, to establish global convergence for these latter methods, one must enforce either sufficient decrease conditions (the Armijo-Goldstein-Wolfe conditions)or a fraction of Cauchy decrease condition - all of which rely on explicit numerical function values, as well as explicit approximations to the directional derivative at the current iterate.

但是,为了保证后面方法的全局收敛,必须有足够的减少条件(Armijo-Goldstein-Wolfe条件)或者部分柯西减少条件——它们全都依赖于外在的数值函数值,就和在当前迭代逼近方向导数一样。

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