COMPLEX ANALYSIS

Complex numbers and the complex plane; powers and roots. Limits, continuity, and derivatives. Analytic functions; properties and examples. Complex integration; the Cauchy-Goursat theorem, and the Cauchy integral formula; consequences. Taylor series and Laurent series; regions of convergence; examples. Singularities, and the Residue theorem. Applications of residues. Conformal mapping; examples. Prerequisites: MATH 2217 AND MATH 3323 AND MATH 3325 with a grade of C or better. Corequisites: None. Restrictions: None. Attributes: Q1 - Quant Reasoning Intensive.

Term 202480 #82730 MATH4432
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Instructor
Meeting Times
Location: MCF 118 (RSC)
@ 11:20 - 12:35
From 2024-09-05 to 2024-12-17
Enrollment

-1

seats available

13

currently enrolled

12

maximum enrollment

10

waitlist seats available

10

waitlist capacity

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