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Let A C Rm be an m-block and f : A + R a bounded and integrable function. Prove that for every d > 0, the set Es = (1 E

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Let A C Rm be an m-block and f : A + R a bounded and integrable function. Prove that for every d > 0, the set Es = (1 E

Posted: Tue Sep 07, 2021 7:18 am
by answerhappygod
Let A C Rm Be An M Block And F A R A Bounded And Integrable Function Prove That For Every D 0 The Set Es 1 E 1
Let A C Rm Be An M Block And F A R A Bounded And Integrable Function Prove That For Every D 0 The Set Es 1 E 1 (163.32 KiB) Viewed 105 times
Let A C Rm be an m-block and f : A + R a bounded and integrable function. Prove that for every d > 0, the set Es = (1 E A:w(f.1) > 0) has zero volume. Here wif, x) is the oscillation of fat point x.
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