Problem 3 -1 = If | dx|p(x) <20, show that f(x) = { dxp (r) (z — )-' is bounded and analytic for Im (2) 70. Hint: the pr

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Problem 3 -1 = If | dx|p(x) <20, show that f(x) = { dxp (r) (z — )-' is bounded and analytic for Im (2) 70. Hint: the pr

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Problem 3 1 If Dx P X 20 Show That F X Dxp R Z Is Bounded And Analytic For Im 2 70 Hint The Pr 1
Problem 3 1 If Dx P X 20 Show That F X Dxp R Z Is Bounded And Analytic For Im 2 70 Hint The Pr 1 (17.32 KiB) Viewed 17 times
Problem 3 -1 = If | dx|p(x) <20, show that f(x) = { dxp (r) (z — )-' is bounded and analytic for Im (2) 70. Hint: the proof is similar to the proof of the extension of the Cauchy integral formula given in Sec. 56 in the textbook.
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