Resumen de Low regularity function spaces of N -valued maps are contractible
Let M be a compact Lipschitz submanifold, possibly with boundary, of Rn. Let N⊂Rk be an arbitrary set. Let s≥0 and 1≤p<∞ be such that sp<1. Then Ws,p(M;N) is contractible.
Let M be a compact Lipschitz submanifold, possibly with boundary, of Rn. Let N⊂Rk be an arbitrary set. Let s≥0 and 1≤p<∞ be such that sp<1. Then Ws,p(M;N) is contractible.
