Theta-Stable Approximations of Abstract Cauchy Problems

机译：抽象Cauchy问题的θ稳定逼近

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We study the approximation of linear parabolic Cauchy problems by means ofGalerkin methods in space and A(Theta)-stable multistep schemes of arbitrary order in time. The error is evaluated in the energy norm and in norm of a given type.

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作者
Savare, G.;
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年度 1991
页码 p.1-38
总页数 38
原文格式 PDF
正文语种 eng
中图分类工业技术 ;
关键词
Parabolic differential equations; Cauchy problem; Linear differential equations; Galerkin method; Hilbert space; Sobolev space; Approximation; Convergence; Stability; Theorems;

机译：抛物微分方程; Cauchy问题;线性微分方程; Galerkin方法; Hilbert空间; sobolev空间;逼近;收敛性;稳定性;定理;

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Theta-Stable Approximations of Abstract Cauchy Problems

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