I've used the Cauchy-Riemann equations to find the analytic function:
$$y^2 - x^2 -2y + 2 + i(2x(1-y))$$
But I'm having a slight rearranging problem and need to write it in terms of $z$, where $z = x + iy$.
Any suggestions would be much appreciated
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I've used the Cauchy-Riemann equations to find the analytic function: $$y^2 - x^2 -2y + 2 + i(2x(1-y))$$ But I'm having a slight rearranging problem and need to write it in terms of $z$, where $z = x + iy$. Any suggestions would be much appreciated |
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closed as too localized by Qiaochu Yuan, Dan Petersen, Nate Eldredge, Daniel Moskovich, Gerald Edgar May 22 2011 at 12:45 |