Two Generator groups acting on the complex hyperbolic plane
Pierre Will
TL;DR
This paper provides an overview of groups generated by two isometries in the complex hyperbolic plane, highlighting their properties and significance in geometric group theory.
Contribution
It offers an expository analysis of two-generator groups acting on the complex hyperbolic plane, clarifying their structure and behavior.
Findings
Characterization of two-generator groups in complex hyperbolic geometry
Insights into the geometric properties of these groups
Foundational overview for further research in complex hyperbolic groups
Abstract
This is an expository article about groups generated by two isometries of the complex hyperbolic plane.
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