The Kobayashi metric in the normal direction and the mapping problem
Siqi Fu
TL;DR
This paper investigates the Kobayashi metric in the normal direction to analyze the mapping problem in several complex variables, providing new estimates to advance understanding in complex analysis.
Contribution
It introduces novel estimates of the Kobayashi metric in the normal direction to address the mapping problem.
Findings
Derived new bounds for the Kobayashi metric in the normal direction.
Applied estimates to solve specific mapping problems in complex variables.
Enhanced understanding of the relationship between the Kobayashi metric and complex mappings.
Abstract
Estimates of the Kobayashi metric in the normal direction are used to study the mapping problem in several complex variables.
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Taxonomy
TopicsHolomorphic and Operator Theory · Algebraic and Geometric Analysis · Advanced Topics in Algebra