MATH 246A
Complex Analysis
Description: Requisites: courses 131A, 131B. Students with credit for course 132 cannot receive MA degree credit for course 246A. Cauchy/Riemann equations. Cauchy theorem. Cauchy integral formula and residue calculus. Power series. Normal families. Harmonic functions. Linear fractional transformations. Conformal mappings. Analytic continuation. Examples of Riemann surfaces. Infinite products. Partial fractions. Classical transcendental functions. Elliptic functions.
Units: 4.0
Units: 4.0
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Most Helpful Review
Fall 2021 - His lectures are super thorough and insightful, and his lecture notes are textbook quality. He also didn't give any exams. But, this class was a lot of work. The homeworks always took >10 hours to complete (he admitted himself that he assigns a “non-trivial amount of homework”), and the final assignment is a 5-10 page paper that also can take quite long, especially if you choose a topic you're not very familiar with. I would overall recommend taking this class, and you will learn a lot, but be prepared to spend a lot of time on assignments.
Fall 2021 - His lectures are super thorough and insightful, and his lecture notes are textbook quality. He also didn't give any exams. But, this class was a lot of work. The homeworks always took >10 hours to complete (he admitted himself that he assigns a “non-trivial amount of homework”), and the final assignment is a 5-10 page paper that also can take quite long, especially if you choose a topic you're not very familiar with. I would overall recommend taking this class, and you will learn a lot, but be prepared to spend a lot of time on assignments.
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