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difference differential equation相关的网络例句

查询词典 difference differential equation

与 difference differential equation 相关的网络例句 [注:此内容来源于网络,仅供参考]

Then using classical fractional differential G-L definition deduces fractional order differential difference function and constructs an approximate fractional order differential Tiansi module.

然后由经典的分数阶微分定义出发,推导出了分数阶差分方程,构建了近似的分数阶Tiansi微分模板。

The paper expounded internal difference between 0/0 of the derivative and of algebra, and discussed in detail the dual nature of 0/0 about algebraic substance of derivative on the basis of the philosophical thought about the concept of the differential quotient of Marx and Engels, and thus answered how derivative itself is converted to differential quotient logically.Then the discussion was extended to the Concept of the partial derivative, and proved that the form of differential quotient converted f...

本文依据马克思、恩格斯关于微商概念的哲学思想,阐述了代数的0/0与导数的0/0的内在差异,并详细讨论了导数的代数实体0/0的双重性质,从而回答了导数本身是如何合平逻辑地转化为微商的问题;其次,把这一讨论推广到偏导数的概念中去,论证了偏导数转化为微商形式的合理性,以及偏微商表述的意义,文中还就微商所牵涉到的形式逻辑与辩证逻辑的问题做了具体分析。

The paper expounded internal difference between 0/0 of the derivative and of algebra, and discussed in detail the dual nature of 0/0 about algebraic substance of derivative on the basis of the philosophical thought about the concept of the differential quotient of Marx and Engels, and thus answered how derivative itself is converted to differential quotient logically.Then the discussion was extended to the Concept of the partial derivative, and proved that the form of differential quotient converted from pa...

本文依据马克思、恩格斯关于微商概念的哲学思想,阐述了代数的0/0与导数的0/0的内在差异,并详细讨论了导数的代数实体0/0的双重性质,从而回答了导数本身是如何合平逻辑地转化为微商的问题;其次,把这一讨论推广到偏导数的概念中去,论证了偏导数转化为微商形式的合理性,以及偏微商表述的意义,文中还就微商所牵涉到的形式逻辑与辩证逻辑的问题做了具体分析。

Key words: partial differential equation; Lewy equation; real analytical; infinitely differential solution; compactly supported set

引用格 式:吴小庆。Lewy方程的无穷可微解。中国科技论文在线精品论文,2010,3(1):19~27。

Because of appearing empty aggregates in the time zone (the time zone do not include the information), we only establish the indeterminate grey differential equation according to the approximate condition of the differential equation.

利用灰色微分方程中的最小二乘估计参数:进而得到灰色神经网络初始的权值及阈值,这样使初始的权值和阈值更接近准确值,克服了以往BP网络中初始权值的随机性和不确定性,减少了网络的训练次数,提高了网络收敛速度和输出的精度,为避免网络训练陷入局部极小值也起到了重要的作用。

Firstly, using strategy of introducing associated auxiliary equation to a givenpartial differential equation without admitting Lagrangian, we make the extendedequations possess a variational principle. Based on this, the concepts of extendedconservation law and extended symmetry to given partial differential equationare put forwarded.

首先,我们给出了引入伴随方程扩充原方程的策略,使给定偏微分方程的扩充方程组具有对应泛函,即称为Lagrange系统的方法,以此为基础提出了作为偏微分方程传统守恒律和对称概念的一种推广—偏微分方程扩充对称和扩充守恒律的概念;其次,先给出以得到的Lagrange系统为基础,利用N?

In part 2, we study the properties of the solution z of backward stochastic differential equation and backward doubly stochastic differential equation.

第二部分分别研究了倒向随机微分方程和倒向重随机微分方程中解z的性质。

Huang and Lin proposed the weak solution concept for Backward Stochastic Differential Equation This paper based on the predecessor's work , gives the weak solution concept for Backward Stochastic Differential Equation with continuous martingale,uses the Girsanov transformation, obtains its weak solution of the existence of a necessary and sufficient conditions, and on this basis obtains its weak solution of the existence of sufficient conditions,these sufficient conditions weakened the drifting coefficient which requested in the existence uniqueness of strong solution to satisfy the Lipschitz condition the request.

本文在前人研究的基础上,给出由连续鞅驱动的倒向随机微分方程弱解的概念,利用Girsanov变换,得到其弱解存在的存在的一个充分必要条件,并在此基础上得到了其弱解存在的一些充分条件,这些充分条件减弱了在强解的存在唯一性中要求的漂移系数满足Lipschitz条件的要求。

Uncertain differential equation is a type of differential equation driven by canonical process.

不确定微分方程是由标准过程驱动的一类微分方程。

This text utilizes the stability theory of differential equation, establishes the mathematical model of praying on the relation among the living beings, then according to the characteristic of differential equation group set up, through analyze to its equalization point,discuss the rail line distribution situation and overall stability, studies the dynamic change situation of every species during sufficient long time slot.

摘要本文利用微分方程稳定性理论,建立生物间捕食关系的数学模型,然后根据建立的微分方程组的特性,通过对其平衡点分析,轨线分布情况以及全局稳定性的讨论,研究出各物种在充分长时间段中的动态变化情况。

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