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    Diffrent definition of Lebesgue integral Have you ever seen this?

    I am studying 'ANALYSIS by Lieb and Loss '... usually lebesgue integral is defined in terms of simple function But In this book, integral is defined in terms of Riemann Integration ! \int f d\mu : = \int_0^{\infty} \mu (\{x \in X : f(x) > t \}) dt of course, \mu is measure, f is...
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