I am trying to figure out if the limit of a uniformly convergent sequence of functions with jump discontinuities has only jump discontinuities.
I think the answer is no, but I can't construct a counterexample for it.
Any hints?
I am trying to figure out if the limit of a uniformly convergent sequence of functions with jump discontinuities has only jump discontinuities.
I think the answer is no, but I can't construct a counterexample for it.
Any hints?
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