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250074 VO Theory of partial differential equations (2012W)
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Erstmals am Do, 4.Oktober 2012, Seminarraum C 714 (UZA 4);
Termine: Donnerstag und Freitag 12: 30 - 14:00 Uhr (auf Wunsch verschiebbar)Vorbesprechung Donnerstag, 4. Oktober 2012, 12.30 Uhr; C714
Termine: Donnerstag und Freitag 12: 30 - 14:00 Uhr (auf Wunsch verschiebbar)Vorbesprechung Donnerstag, 4. Oktober 2012, 12.30 Uhr; C714
Details
Language: English
Examination dates
Lecturers
Classes
Currently no class schedule is known.
Information
Aims, contents and method of the course
Assessment and permitted materials
Minimum requirements and assessment criteria
Theory of (non-classical) solutions of Partial Differential Equations (PDEs)
: (unique) existence, regularity and other qualitative properties of
solutions of standard types of linear PDEs. Including the required
functional(analytic) foundations (Sobolev-spaces etc). Further we shall deal with examples of methods to solve classes of PDEs and we shall discuss in detail applications in physics, fluid dynamics and biology...
: (unique) existence, regularity and other qualitative properties of
solutions of standard types of linear PDEs. Including the required
functional(analytic) foundations (Sobolev-spaces etc). Further we shall deal with examples of methods to solve classes of PDEs and we shall discuss in detail applications in physics, fluid dynamics and biology...
Examination topics
Reading list
C. Schmeiser : Partielle Differentialglg, SkriptumL. Evans: Partial Differential Equations, AMS 1998
Association in the course directory
MANP
Last modified: We 19.08.2020 08:05
methods: Sobolev spaces, distributions, weak solutions, Lax-Milgram-Lemma, Nonlinear PDEs, e.g. Burgers equation, dispersive equations, … methods for solutions: method of charakteris-tics, Green's functions, Fouriersynthesis,…LV-prerequisites:Analysis, Linear Algebra, elementary funktional analysis, basic knowledge of differential equations