Let be a sequence of functions that converges uniformly to on A and that satisfies for all and all .
If is continuous on the interval show that the sequence converges uniformly to on .
Can anyone give me some hints to start the proof?
Let be a sequence of functions that converges uniformly to on A and that satisfies for all and all .
If is continuous on the interval show that the sequence converges uniformly to on .
Can anyone give me some hints to start the proof?