A work on complex analysis and applications, covering complex numbers, the z-plane, integral theorems; analytic functions; conformal mapping; boundary value problems, potential theory and conformal mapping; complex integration; Taylor and Laurent series, residue theorem, and inversion integrals.
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A work on complex analysis and applications, covering complex numbers, the z-plane, integral theorems; analytic functions; conformal mapping; boundary value problems, potential theory and conformal mapping; complex integration; Taylor and Laurent series, residue theorem, and inversion integrals.
Read Less