Applied Mathematics
SH 551
Question
2081 ChaitraChapter 1: Complex Analysis1.1 Complex Analytic Functions
Prove that $u=x^3-3xy^2$ is a harmonic function and construct the analytic function $f(z)=u+iv$.
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SH 551
Prove that $u=x^3-3xy^2$ is a harmonic function and construct the analytic function $f(z)=u+iv$.