MATH 3340

Complex Analysis 1

Analytic functions, Cauchy's theorem and integral formula, series representation of analytic functions, calculus of residues, Rouche's theorem and the principle of the argument. May not be held with the former MATH 3710. Prerequisites: [MATH 2180 (C) or the former MATH 3230 (C)] and [MATH 2150 (C) or MATH 2151 (C) or MATH 2720 (B) or MATH 2721 (B) or the former MATH 2750 (C)].

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course_MATH_3340 cluster_equiv_1 cluster_equiv_2 MATH 3340 MATH 3340 MATH 4290 MATH 4290 requires C or better MATH 3340->MATH 4290 MATH 2180 MATH 2180 C or better MATH 2180->MATH 3340 MATH 2150 MATH 2150 C or better MATH 2150->MATH 3340 MATH 2720 MATH 2720 B or better MATH 2720->MATH 2150 or MATH 2151 MATH 2151 C or better MATH 2151->MATH 2720 or MATH 2721 MATH 2721 B or better MATH 2721->MATH 2151 or

Winter 2020 section

Lecture section

  • A01
    Instructor: Nina Zorboska
    CRN: 53285
    Lecture Location: TBA
    Dates: January 06 – April 07
    Time: 13:00–14:15, Tu.Th.