Course Description
Student will be able to:
- Know types of analytic functions .
- Apply the theory of convergence to analyze sequences and infinite series of functions.
- Use the Cauchy theory of complex integration to obtain the power series representation of functions and several of its applications (Liouville’s theorem, Fundamental Theorem of Algebra, ...).
- Compute residues and use them to evaluate real integrals.
- Determine explicit conformal maps between given regions and the open unit disk.
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Course ID: MATH 444N
| Credit hours | Theory | Practical | Laboratory | Lecture | Studio | Contact hours | Pre-requisite | 3 | 4 | 4 | MATH 341N |
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