Quasi-isometries in strongly convex domains
Florian Bertrand, Herv\'e Gaussier
TL;DR
This paper explores the existence of quasi-isometries within strongly convex domains in complex space, focusing on their properties under the Kobayashi metric.
Contribution
It provides explicit examples of quasi-isometries in strongly convex domains with respect to the Kobayashi distance, advancing understanding of their geometric structure.
Findings
Examples of quasi-isometries in strongly convex domains
Insights into the geometric properties under Kobayashi distance
Potential applications in complex geometric analysis
Abstract
We provide examples of quasi-isometries for strongly convex domains in endowed with their Kobayashi distance.
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Taxonomy
TopicsHolomorphic and Operator Theory · Analytic and geometric function theory · Advanced Topics in Algebra