Exercises
[1PF] Let \(𝛾:[0,1]\to X\) be a closed curve, show that it admits an extension \(\tilde𝛾:{\mathbb {R}}\to X\) continuous and periodic with period \(1\).
[1PF] Let \(𝛾:[0,1]\to X\) be a closed curve, show that it admits an extension \(\tilde𝛾:{\mathbb {R}}\to X\) continuous and periodic with period \(1\).