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EXPONENTIAL ATTRACTORS FOR ABSTRACT EQUATIONS WITH MEMORY AND APPLICATIONS TO VISCOELASTICITY

机译:带有记忆的抽象方程的指数吸引子及其在粘弹性中的应用。

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摘要

The system is translated into an ordinary differential equation on a Banach space accounting for the presence of memory, both in the so-called history space framework and in the minimal state one. The main theoretical result is a theorem providing sufficient conditions in order for the related solution semigroups to possess finite-dimensional exponential attractors.
机译:该系统在所谓的历史空间框架和最小状态框架中,在考虑到内存存在的Banach空间上转换为一个常微分方程。主要的理论结果是一个定理,该定理提供了充分的条件,以使相关的解决半群具有有限维的指数吸引子。

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