Description

The theory of complex functions is a very rich and classical part of applied analysis with important applications in many areas of physics and geometry. Considered will be: holomorphic (analytic) functions, curve integrals, theorems of Cauchy and Liouville, Taylor and Laurent series, complex logarithm, residue calculus and its applications, Fourier and Laplace transformation and their applications
Course period1/09/13 → …
Course levelDeepening
Course formatCourse