based map
1. Definition
Let \((X,x_0)\) and \((Y,y_0)\) be based spaces.
A based map is a continuous map \(f: X \rightarrow Y\) with \(f(x_0) = y_0\)
Let \((X,x_0)\) and \((Y,y_0)\) be based spaces.
A based map is a continuous map \(f: X \rightarrow Y\) with \(f(x_0) = y_0\)
Date: nil
Created: 2024-10-11 Fr 22:18