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Optimal partial regularity of second order parabolic systems under controllable growth condition

机译:可控增长条件下二阶抛物方程组的最优局部正则性

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摘要

We consider the regularity for weak solutions of second order nonlinear parabolic systems under controllable growth condition, and obtain a general criterion for a weak solution to be regular in the neighborhood of a given point. In particular, we get the optimal regularity by the method of A-caloric approximation introduced by Duzaar and Mingione.
机译:我们考虑了可控制增长条件下二阶非线性抛物系统的弱解的正则性,并获得了一个弱解在给定点附近为正则的一般准则。特别是,我们通过Duzaar和Mingione引入的A-热量逼近法获得了最佳正则性。

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