Syllabus
Basic notions of vector and tensor theory, vector and tensor algebra and calculus; surface integral; Green's, Stokes's and Gauss's theorems; Fourier series, Fourier transform; introduction to functional analysis in Hilbet spaces; introduction to calculus of variation.
Annotation
The course will be a continuation of the basic course Mathematics for chemists I, II (S710P04A, S710P04B). It's aim is to present some of such parts of mathematical analysis and algebra which form the useful tool for chemists and could not be included into the basic course.