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
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Meera Thillainatesan

Overall Rating 3.1
Easiness 1.6/ 5
Clarity 3.4/ 5
Workload 1.6/ 5
Helpfulness 3.6/ 5
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Huy Tran

Overall Rating N/A
Easiness N/A/ 5
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Spencer Unger

Overall Rating N/A
Easiness N/A/ 5
Clarity N/A/ 5
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Helpfulness N/A/ 5
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Yves van Gennip

Overall Rating N/A
Easiness N/A/ 5
Clarity N/A/ 5
Workload N/A/ 5
Helpfulness N/A/ 5
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Veeravalli Varadarajan

Overall Rating N/A
Easiness N/A/ 5
Clarity N/A/ 5
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Haoren Xiong

Overall Rating 5.0
Easiness 3.0/ 5
Clarity 4.0/ 5
Workload 4.0/ 5
Helpfulness 5.0/ 5
Most Helpful Review
Fall 2023 - Haoren Xiong was a pretty solid professor and definitely made the class enjoyable and interesting. Homeworks were very reasonable (<= 8 questions) and the tests were fair based on topics covered. Highly recommended!
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Tongou Yang

Overall Rating 4.0
Easiness 2.0/ 5
Clarity 3.5/ 5
Workload 3.5/ 5
Helpfulness 4.0/ 5
Most Helpful Review
Spring 2025 - The midterm was ok but the final is really hard. Be sure to study everything in great depth if you want to get good grades from this class. The professor’s notes were clear but his lectures are somewhat boring. I probably would never take it again.

Laszlo Zsido

Overall Rating N/A
Easiness N/A/ 5
Clarity N/A/ 5
Workload N/A/ 5
Helpfulness N/A/ 5
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L Zsido

Overall Rating N/A
Easiness N/A/ 5
Clarity N/A/ 5
Workload N/A/ 5
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