A Quasi Maximum Principle for Holomorphi
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Peter Ebenfelt; Harold S. Shapiro
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Article
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1997
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Elsevier Science
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English
β 478 KB
We present a quasi maximum principle stating roughly that holomorphic solutions of a given partial differential equation with constant coefficents in C n , achieve essentially their maximal growth on a certain algebraic hypersurface 1 related to the operator. We prove it in the case where P is homo