Local Connexity in Diffeology
Tuesday, February 15, 2022
 
This short note to show that diffeological spaces are locally connected. That means that every D-open subset is the sum of its connected components for the D-topology. That implies also that every connected diffeological space X is locally pathwise connected. Ref. http://math.huji.ac.il/~piz/documents/DBlog-Rmk-DSALC.pdf