Assume that (u:[0, infty) ightarrow mathbb{R}) is positive and improperly Riemann integrable. Show that (u) is also
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Assume that \(u:[0, \infty) ightarrow \mathbb{R}\) is positive and improperly Riemann integrable. Show that \(u\) is also Lebesgue integrable.
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Of course we have to assume that u is Borel measurable By assumption ...View the full answer
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