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Regularity theory of very weak solutions

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일자 임민규
강연자
소속
A very weak solution refers to a solution of a partial differential equation that has the lowest regularity and is defined in terms of distribution. Although the solutions best suited for establishing regularity theory are weak solutions, there are also regularity results for very weak solutions under certain conditions. This presentation will introduce the historical background as well as recent developments in the regularity theory of very weak solutions.
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