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- Jin hak | - Jin hak | ||
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+ | Unless you saw a simpler way than I did, I don't think it suffices. | ||
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+ | -Pete |
Revision as of 12:35, 11 July 2008
(A quick question about pb. 7.3)
Is it sufficient if we show that $ f \in L^{r} $?
I think I can prove that $ f \in L^{r} $ even though $ f \notin L^{p} $.
- Jin hak
Unless you saw a simpler way than I did, I don't think it suffices.
-Pete