MATH 132
Complex Analysis for Applications
Description: Lecture, three hours; discussion, one hour. Requisites: courses 32B, 33B. Introduction to basic formulas and calculation procedures of complex analysis of one variable relevant to applications. Topics include Cauchy/Riemann equations, Cauchy integral formula, power series expansion, contour integrals, residue calculus.
Units: 4.0
Units: 4.0
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Most Helpful Review
Summer 2020 - Even though he seems really helpful but most of the time he tries to twist the explanation. His lecture notes are copy-paste from the book so is pointless to attend the lecture unless you have spare time to waste. Hw load is massive so be prepared to do 35-45 problems a week. Exams are pretty much same version of hw problems but he takes so many point off for small mistake even if you have the right answers (imagine you did everything right, exactly like solution manual but you gonna end up with high C) and there are typos in every exam. The only good thing about this class was the super helpful TA and the fact that final exam worths same weight as other exams so it doesn't really effect your grade at end
Summer 2020 - Even though he seems really helpful but most of the time he tries to twist the explanation. His lecture notes are copy-paste from the book so is pointless to attend the lecture unless you have spare time to waste. Hw load is massive so be prepared to do 35-45 problems a week. Exams are pretty much same version of hw problems but he takes so many point off for small mistake even if you have the right answers (imagine you did everything right, exactly like solution manual but you gonna end up with high C) and there are typos in every exam. The only good thing about this class was the super helpful TA and the fact that final exam worths same weight as other exams so it doesn't really effect your grade at end
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