1) Show that f(z) = e^Zbar is nowhere holomorphic in C i wrote zbar coz i dunno how to put that bar upon Z :P 2) Use the cauchy riemann equation to determine where f(z) = (x-y)^2 + 2i(x+y) is differentiable and where it is holomorphic. Thnx
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Originally Posted by Kai 1) Show that f(z) = e^Zbar is nowhere holomorphic in C i wrote zbar coz i dunno how to put that bar upon Z :P Use Cauchy-Riemann equations. 2) Use the cauchy riemann equation to determine where f(z) = (x-y)^2 + 2i(x+y) is differentiable and where it is holomorphic. Post what you did here. It should be clear.
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