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March 1, 2025Open Access

Real projective orbifolds with ends and their deformation theory: The deformation theory for nicest ones

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Key Points

Develops deformation theory for convex real projective structures on strongly tame n-orbifolds, fulfilling certain conditions.
Identifies necessary conditions for ends in real projective orbifolds to maintain their convex structures effectively.
Analyzes various aspects of real projective orbifolds, contributing valuable insights into their unique properties and structure.
Explores theoretical implications for geometric structures on orbifolds, opening avenues for further research and application.

Implication

Monograph discusses deformation theory of convex real projective structures in strongly tame n-orbifolds, suggesting new insights.

Abstract

This monograph is on convex real projective structures on strongly tame n-orbifolds with some appropriate conditions on ends.

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Cite This Study

Suhyoung Choi (2025) studied this question.

synapsesocial.com/papers/68ecc715d1cc7436f7d18a1e https://doi.org/10.48550/arxiv.2503.00438

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