The Generalized Solutions for a Class of Evolution Equations with Second-order Derivative with Respect to Time
返回论文页
|更新时间:2023-12-08
|
The Generalized Solutions for a Class of Evolution Equations with Second-order Derivative with Respect to Time
Acta Scientiarum Naturalium Universitatis SunYatseniVol. 27, Issue 2, Pages: 47-54(1988)
作者机构:
中山大学计算机科学系
作者简介:
基金信息:
DOI:
CLC:
Published:1988,
Published Online:25 March 1988,
扫 描 看 全 文
The Generalized Solutions for a Class of Evolution Equations with Second-order Derivative with Respect to Time. [J]. Acta Scientiarum Naturalium Universitatis SunYatseni 27(2):47-54(1988)
DOI:
The Generalized Solutions for a Class of Evolution Equations with Second-order Derivative with Respect to Time. [J]. Acta Scientiarum Naturalium Universitatis SunYatseni 27(2):47-54(1988)DOI:
The Generalized Solutions for a Class of Evolution Equations with Second-order Derivative with Respect to Time
摘要
用Galerkin方法讨论了一类带有对时间二阶微商的抽象发展方程的广义解
所建立的一般框架和基本结果适用于若干类重要的数学物理发展方程或方程组的初边值问题.
Abstract
We discuss the generalized solutions for a class of evolution equations of the form (d~2u)/(dt~2)=A(t)u+B(t)u
by means of the Galerkin method. The result is applicable to the initial-boundary value problems for some of the equations of mathematical physics.