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Introduction To Complex Analysis, Study notes of Complex analysis

University of the Free StateComplex analysis

This document serves to remind the student of the basics of Complex numbers, elementary operations performed on Complex numbers, Properties of Complex Numbers, transformation from a cartesian field to a polar field and the topology of Complex Numbers.

Typology: Study notes

2021/2022

Uploaded on 04/06/2022

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geba of Comple: Numb ngs number y< clofad Sa as bey = ey ey, + Sate ya Pe ae CVO Ge 2~ 2 > FY, cS ror (Yo em ey uy By 2 (2 4 4 =p Jt 2 = = Ousty) | (Gree es Fete X= y. 4 ey) oes 3 AUR fe fy oo tly eT a _ p Ce teh Ca = Epa) > Prope. Bes of Complex Numbers: é Leb 3, 2, Py, (a3 Bi +25 > ax 2, 2 1esem) > 24 (2223) Swee sh 2ew:? event sec sk. aor oile