Let \(X=\{a,b\}\) have the indiscrete topology. Compute the fundamental group \[ \pi_1(X,a), \] and prove your answer.
Fundamental group of the two-point indiscrete space
P-UNL871F13-PS10.5
- Area
- Topology
- Topics
- Fundamental Groups
- Status
- draft
P-UNL871F13-PS10.5
Let \(X=\{a,b\}\) have the indiscrete topology. Compute the fundamental group \[ \pi_1(X,a), \] and prove your answer.