- Teacher: Daniel Alpay
Available courses
Description.
- Teacher: Mihaela Vajiac
- Teacher: Mihaela Vajiac
Math 399:
In this class we will continue to explore aspects of real analysis, studying more difficult mathematical concepts and material at a graduate level. These will include finding examples and counter-examples of the theorems studied to understand the importance of each hypothesis, and in-depth study of Series and Lebesgue Integrability.
Math 499:
In this class we will explore advanced aspects of complex analysis, studying more difficult mathematical concepts and material at a graduate level. These will include finding examples and counter-examples of the theorems studied to understand the importance of each hypothesis, and in-depth study of the behavior of complex analytic functions versus real analytic functions. We will study the "oddities" of Complex Analysis and their applications in Fourier Analysis etc.
- Teacher: Mihaela Vajiac
Description
- Teacher: Mihaela Vajiac
In this class we will have tremendous fun learning about the rigorous treatment of basic complex analysis: complex numbers, analytic functions, Cauchy integral theory and its consequences, power series, residue calculus, harmonic functions, and conformal mappings.
- Teacher: Mihaela Vajiac