Let \(U\subset\mathbb C\) and let \(\alpha_i:[0,1]\to U\) for \(i=1,2\) be closed paths. Define what it means for \(\alpha_1\) to be freely homotopic to \(\alpha_2\).
Define free homotopy of closed paths
P-WESCA09-I2
- Area
- Complex Analysis
- Seen at
- WESLEYAN
- Years
- 2009
- Status
- draft