The Bohr Theorem for slice regular functions
Copyright policy )The Bohr Theorem for slice regular functions
AbstractIn this paper we prove the Bohr Theorem for slice regular functions. Following the historical path that led to the proof of the classical Bohr Theorem, we also extend the Borel‐Carathéodory Theorem to the new setting.
Hypercomplex analysis, Mathematics - Complex Variables, Geometric function theory, functions of a quaternionic variable, Power series (including lacunary series) in one complex variable, hypercomplex anasis; bohr theorem, Functions of hypercomplex variables and generalized variables, Bohr theorem, FOS: Mathematics, 30G35, 30B10, 30C99, Complex Variables (math.CV)
Hypercomplex analysis, Mathematics - Complex Variables, Geometric function theory, functions of a quaternionic variable, Power series (including lacunary series) in one complex variable, hypercomplex anasis; bohr theorem, Functions of hypercomplex variables and generalized variables, Bohr theorem, FOS: Mathematics, 30G35, 30B10, 30C99, Complex Variables (math.CV)
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