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infinite interval相关的网络例句

查询词典 infinite interval

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

Periodic signals which are neither absolutely integrable nor square integrable over an infinite interval, can be considered to have Fourier transforms if impulse functions are permitted in the transform.

若在变换过程中可以使用冲激函数,那么,在一个无限区间内,既不绝对可积,又不具备平方可积的周期信号也可以认为具有傅立叶级数。

Furthermore,the existence of unbounded solutions for a second-order boundary value problem in infinite interval are obtained.

sect;3.4在没有。。。更多非线性项非负的假设条件下,解决了一类周期边值问题非平凡解的存在性。

By using the cone theory, t he existence and uniqueness of solution of nonlinear Fredholm type integral equations on an infinite interval can be obtained without the assumption of continuity and compactness condition.

利用锥理论,在不需要非线性项满足连续性和紧性条件下,获得无穷区间上Fredholm型积分方程解的存在唯一性,并给出逼近解迭序列的误差估计。

The integral on infinite interval is an indispensable part of the theory of integral.

中文摘要:无穷区间上积分的讨论是积分理论中不可缺少的一部分。

Thus we available defined a fuzzy Henstock integral on infinite interval.

基于这种考虑,定义了无穷区间上的模糊Henstock积分。

On the whole, we do as follows: Firstly, we list some conceptions and lemmas for later use. Secondly, we define δ-fine partitions for infinite interval and integral of vector-valued functions on infinite interval, and discuss the properties of integral, and characterize its primitives...

主要包括以下五部分内容:在第一部分中,我们介绍了本文所用到的基本概念和引理;在第二部分中,通过定义无穷区间上δ-精细的分法,我们给出了无穷区间上向量值函数的积分的定义,并讨论其性质,还给出了原函数的刻划;在本文的第三部分中,我们着重讨论了无穷区间上向量值函数积分的收敛定理;在本文的在第四部分中,我们首先应用无穷区间上向量值函数积分的收敛定理给出了常微分方程整体广义解的存在性定理,其次应用强积分对Banach空间常微分方程广义解进行了讨论;最后,在第五部分中,我们将模糊积分推广到无穷区间上并给出了其数值计算方法。

We investigate extrapolated method of finite interval extended infinite interval.

将区间由原来的[-1,1]扩展到。即:将有限区间扩展到无限区间。

In this paper,after the concept of infinite interval estimating and its utmost goodness are built,the optimal relation between infinite interval estimating and relevant hypothesis testing is proved.

在提出无穷区间估计以及其上的最优性概念之后,证明了无穷区间估计与相应假设检验的最优性之间的关系,及推演了若干重要的无穷区间估计的最优性。

Based on the partial differtial equation,the solution of an integro-differential equation in an infinite interval is expressed in terms of the solution of this kind of equation in a finite interval.

研究了跳扩散框架下采用障碍红利分配策略模型中的自由边界问题,利用偏微分方程理论将有界区间上积分-微分方程的解用无界区间上积分-微分方程的解表示,在此基础上得到了期望累积贴现红利函数及自由边界所满足的方程

By introducing a concept of δ-fine partition on infinite interval the-integral of vector-valued functions on infinite interval was made entirely harmonic with that on finite interval.

通过引入无穷区间上δ-精细分法的概念,使无穷区间上向量值函数积分与有限区间上的积分在形式上完全和谐,并证明其与Cauchy扩张的方法和简单积分的思想是等价的。

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