Skip to main content
Peter Wacken's user avatar
Peter Wacken's user avatar
Peter Wacken's user avatar
Peter Wacken
  • Member for 3 years, 6 months
  • Last seen more than a week ago
comment
Approximating linear bounded operator on $L^2([a,b])$
Thank you very much for your answer. I see the point now. I overlooked that $g$ has to be continuous.
comment
Approximating linear bounded operator on $L^2([a,b])$
@ChristianRemling I don't see how to derive a contradiction, because $g$ depends on $n$ here. Why can't $g$ be close to $\sin 2^n x$ while at the same time have a moderately growing $H^1_0$-norm?
Loading…
awarded
awarded
Loading…
1
2