Module code | WTW 776 |
Qualification | Postgraduate |
Faculty | Faculty of Natural and Agricultural Sciences |
Module content | Field-theoretic and material models of mathematical physics. The Friedrichs-Sobolev spaces. Energy methods and Hilbert spaces, weak solutions – existence and uniqueness. Separation of variables, Laplace transform, eigenvalue problems and eigenfunction expansions. The regularity theorems for elliptic forms (without proofs) and their applications. Weak solutions for the heat/diffusion and related equations. |
Module credits | 15.00 |
NQF Level | 08 |
Programmes |
BScHons (Mathematics and Mathematics Education) (Algebra and Analysis)
BScHons (Mathematics and Mathematics Education) (Applied Analysis) BScHons (Mathematics and Mathematics Education) (Differential Equations and Modelling) BScHons Applied Mathematics BScHons Mathematics BScHons Mathematics of Finance |
Prerequisites | WTW 710 or WTW 735 |
Contact time | 2 lectures per week |
Language of tuition | Module is presented in English |
Department | Mathematics and Applied Mathematics |
Period of presentation | Semester 2 |
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