Abstract
In this paper, we extend Ahlfors' theory (see W.K. HaymanMeromorphic Functions, Oxford, Clarendon Press, 1964) to quasimeromorphic mappings of several complex variables. From an improvement of Ahlfors' Theorem on the sphere, which gives an explicit estimation of the constant in the theorem, we get the fundamental inequality of the value distribution of quasimeromorphic mappings of 1 -variable. Furthermore, we give a normality criteria for quasimeromorphic mapping family of several complex variables.
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More From: Complex Variables, Theory and Application: An International Journal
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