Generalization of a theorem of Clunie and Hayman
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🧮 math.CV
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cluniefunctionhaymanordersigmacurvesderivativedimension
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Clunie and Hayman proved that if the spherical derivative of an entire function has order of growth sigma then the function itself has order at most sigma+1. We extend this result to holomorphic curves in projective space of dimension n omitting n hyperplanes in general position.
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