| source Lund University (X) |
level |
department Mathematics (X) |
Introduction to the theory of analytic functions. Cauchy's integral theorem, power series representation. Principle of the argument, calculus of residues. Möbius transformations. Normal families. Riemann mapping theorem. Poisson integrals and harmonic functions. Factorisation.
Score: 9.3716545 Details | Listing | Web page
Elementary theory of groups, rings and fields.
Score: 9.3716545 Details | Listing | Web page
The purpose of this course is to study the geometry of curves and surfaces, especially in three dimensions. In particular, we study the concepts of curvature and torsion. Differential geometry is necessary to understand Riemannian geometry, which is an important component in Einstein's general theory of relativity.
Score: 9.3716545 Details | Listing | Web page
Score: 9.3716545 Details | Listing | Web page
The course is an extension of the course MATP15 in Linear Functional Analysis.
Score: 9.3716545 Details | Listing | Web page