After successful completion of the course, students are able to solve problems in the areas of Fourier serier, Fourier transform, embedded manifolds, area formulas, integral theorems and weak derivatives.
Integrationin Rn, Banach spaces, convolution, Surface measure, transformation rule, Fourier transform, integral formulas, partition of unity,
Weak derivative, mollifier,, embedding theorems
Lecture
Exam
Analysis 1,2,mesure theory, linear algebra.
