Derives asymptotic estimates for classical and arithmetic Bohr radii of vector-valued holomorphic functions on unit balls of ell_q^n spaces and obtains the exact value of the mixed arithmetic Bohr radius.
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3 Pith papers cite this work. Polarity classification is still indexing.
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Derives exact asymptotic estimates for multidimensional Bohr radii of bounded linear operators between Banach spaces and a lower bound for the arithmetic Bohr radius.
Extends arithmetic Bohr radius to Minkowski space unit balls and determines exact Bohr radius values in terms of the arithmetic version for positive-real-part holomorphic functions on Reinhardt domains.
citing papers explorer
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Multidimensional Bohr radii for holomorphic functions with values in complex Banach spaces
Derives asymptotic estimates for classical and arithmetic Bohr radii of vector-valued holomorphic functions on unit balls of ell_q^n spaces and obtains the exact value of the mixed arithmetic Bohr radius.
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On multidimensional Bohr radii for Banach spaces
Derives exact asymptotic estimates for multidimensional Bohr radii of bounded linear operators between Banach spaces and a lower bound for the arithmetic Bohr radius.
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Arithmetic Bohr radius for the Minkowski space
Extends arithmetic Bohr radius to Minkowski space unit balls and determines exact Bohr radius values in terms of the arithmetic version for positive-real-part holomorphic functions on Reinhardt domains.