Yoshihisa Kubota
Abstract
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Abstract Let F be a bounded holomorphic mapping defined on a bounded homogeneous domain in ℂN. We study the relation between the Jacobian JF(z) and the radius dF(z) of uni valence of F.
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Abstract Let F be a bounded holomorphic mapping defined on a bounded homogeneous domain in ℂN. We study the relation between the Jacobian JF(z) and the radius dF(z) of uni valence of F.
Key concepts: Bounded function, Mathematics, Holomorphic function, Homogeneous, Domain (mathematical analysis), Pure mathematics, Jacobian matrix and determinant, Discrete mathematics