$ \infty $-category and some applications on orbifolds

TL;DR

This paper demonstrates how orbifold stacks can be globally represented using advanced $$-categorical methods, providing new insights into their structure and applications.

Contribution

It introduces an $$-categorical approach to represent orbifold stacks globally, advancing the theoretical understanding of their structure.

Findings

Orbifold stacks are globally representable via $$-categorical techniques.

The approach offers new tools for studying orbifolds in higher category theory.

Potential applications in algebraic geometry and mathematical physics.

Abstract

This paper is mainly about an early result that the orbifold stack is globally representable via some $ \infty $-categorical techniques.