infinity-groupoid
1. Definition
Let \(X\) be an infinity category. Then \(X\) is said to be an infinity-groupoid if every morphism is an equivalence in a quasicategory
Let \(X\) be an infinity category. Then \(X\) is said to be an infinity-groupoid if every morphism is an equivalence in a quasicategory
Date: nil
Created: 2024-10-15 Di 23:18