2015arXiv (Cornell University)Open access

Quasi-normal families of meromorphic mappings sharing hypersurfaces

Gopal Datt

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Abstract

In this article we prove a sufficient condition of quasi-normality in higher dimension for a family of meromorphic mappings in which each pair of functions of family shares some moving hypersurfaces. We also prove a normality criterion concerning shared moving hypersurfaces.

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In this article we prove a sufficient condition of quasi-normality in higher dimension for a family of meromorphic mappings in which each pair of functions of family shares some moving hypersurfaces. We also prove a normality criterion concerning shared moving hypersurfaces.

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Available abstract

In this article we prove a sufficient condition of quasi-normality in higher dimension for a family of meromorphic mappings in which each pair of functions of family shares some moving hypersurfaces. We also prove a normality criterion concerning shared moving hypersurfaces.

Key concepts: Meromorphic function, Pure mathematics, Mathematics, Business, Microeconomics, Economics

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