Course No: MATH.4110-001; SIS Class Nbr: 8242; SIS Term: 2630
Course Status: Closed
A first course in theory of analytic functions of one complex variable: complex differentiability and the Cauchy-Riemann equations, Cauchy Integral Theorem and Cauchy Integral Formula, Taylor and Laurent series, zeroes of analytic functions and uniqueness, the maximum modulus principle, isolated singularities and residues. Applications.
Prerequisites, Notes & Instructor
- Special Notes:
- Section Notes: P: MATH.2260 or MATH.2310;
- Credits: 3;
- Instructor: Alexander Kheifets
When Offered & Tuition
- T , 6:30 PM-9:20 PM
- Spring 2017: Jan 17 to May 02
- Course Level: Undergraduate
- Tuition: $1020
- Note: There is a $30 per semester, nonrefundable registration fee for credit courses.
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