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Délia Boino
Submitted by dboino on 6 March 2021
Intended learning outcomes

After being approved in the course, the student should have the ability to:
1. Know and understand the continuity and differentiability concepts of functions of a complex variable.
2. Identify and understand concepts and fundamental theorems to compute integrals of functions of a complex variable.
3. Use the Cauchy Integral Theorem and the Residue Theorem to compute the integrals of functions of complex variable in a subset of the complex plane.
4. Solve ordinary and partial differential equations, and problems in number theory, using complex analysis.


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