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2011•Advances in Pure MathematicsOpen access

The Normal Meromorphic Functions Family Concerning Higher Order Derivative and Shared Set by One-Way

Yi Li

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Abstract

Δ, If for every f F  (the zeros of f is a multiplicity of at least k) and if   0 f z  then     k

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Δ, If for every f F  (the zeros of f is a multiplicity of at least k) and if   0 f z  then     k

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Available abstract

Δ, If for every f F  (the zeros of f is a multiplicity of at least k) and if   0 f z  then     k

Key concepts: Meromorphic function, Mathematics, Normal family, Multiplicity (mathematics), Order (exchange), Derivative (finance), Set (abstract data type), Pure mathematics

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