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operator equation相关的网络例句

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In this paper, nonnegative matrix and operator equation have been discussed.

本文研究的内容分别涉及到非负矩阵和算子方程的有关内容。

We will study the existence of sign-changing solution. In the second chapter, we consider the existence of sign-changing solutions for nonlinear operator equation and its application in abstract space.

尽管理论和应用中的许多问题均可归结常微分方程非局部问题,但由于非局部问题自身固有的难度,人们对非局部问题的研究起步相当晚。

After reducing the problem to a nonlinear ill-posed operator equation,Newton type iterative methods were considered.

把问题归结为一个非线性不适定的算子方程后,考虑该方程的Newton型迭代方法。

This article studies solution of the first kind of operator equation and makes theoretical analysis and algorithm in detail.

讨论了地球物理反演问题中的第一类算子方程的解法,基于Tikhonov正则化思想,给出了详细的理论分析和算法描述。

How to solve the operator equation is a classical problem, which have beenstudied throughout by mathematics all over the world.

算子方程的求解问题,是一个经典的问题,始终被世界各地数学家所关注。

Hence,when the solvability of one operator equation is proved,the existence results of many equations are obtained .

所以解决了一个算子方程解的存在性问题,也就解决了很多非线性方程解的存在性问题。

Then we can turn the existence of periodic solution of this class of equations into the solvability of a operator equation.

再由这类方程的特点构造H→H的算子,将求周期解问题转化为求算子方程问题。

In chapter 4, we compute the symmetry group, variational symmetry group, divergence symmetry group of some operator equation.

在第四章中计算了一些偏微分算子方程的对称群,变分对称群以及散度对称群。

Keywords: Banach space;operator;equation;boundary condition;perturbation.

中文关键词:巴拿赫空间;算子;方程;边界条件;扰动

To begin with,the existence and uniqueness of the nonnegative solution of the system is obtained by use of the Volterra operator equation in a Banach space and elementary techniques.

利用Banach空间下的Volterra积分方程,运用初等方法首先证明了该系统非负解的存在唯一性。

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