Given that is a continuous func. on the compact set such that on , and also given that is a sequence of functions such that they converge uniformly to on , prove converges uniformly to on .
Not sure. Apparently its a very hard proof.
Given that is a continuous func. on the compact set such that on , and also given that is a sequence of functions such that they converge uniformly to on , prove converges uniformly to on .
Not sure. Apparently its a very hard proof.