TUM Logo Zentrum Logo
Schriftzug

SS 2012

Introduction to the Calculus of Variation

WS 2012/2013

Introductory course on Partial Differential Equations - Exercise sheets by Dr. F. Solombrino

Seminar on Selected Topics in Analysis (an introduction to the theory of absolutely continuous functions and of functions of bounded variations on the real line)

SS 2013

Gamma-convergence and Applications - Exercise sheets by Dr. F. Solombrino

Seminar on Homogenization - (selected topics form the books: Braides-DeFranceschi, Homogenization of Multiple Integrals, Oxford LSMA n.12 and Cioranescu-Donato, An introduction to Homogenization, Oxford LSMA n.17)

WS 2013/2014

Mathematische Grundlagen (MSE) [MA9801] - U.L. Dr. S. Schmitz (link to the Moodle-plattform for material and info)

Seminar on Minimal Surfaces and Functions of Bounded Variation (selected topics from the book: Giusti, Minimal Surfaces and Functions of Bounded Variation, Birkhauser)

SS 2014

Differential und Integralrechnung (MSE) [MA9802] - U.L. Dr. F. Solombrino

Seminar on Advances in Measure Theory - (selected topics form the books: L.C.Evans, R.Gariepy - Measure Theory and Fine Properties of Functions, G. Leoni - A first course in Sobolev spaces and L.Ambrosio, N.Fusco, D. Pallara - Functions of bouded variations and free discontinuity problems)

WS 2014/2015

Mathematische Grundlagen (MSE) [MA9801] - U.L. Dr. S. Schmitz (check the Moodle-plattform for material and info)

SS 2015

Differential und Integralrechnung (MSE) [MA9802] - U.L. Dr. F. Solombrino (check the Moodle-plattform for material and info)

Seminar on Introduction to Evolutionary PDEs and Gradient Flows.

WS 2015/2016

Mathematische Grundlagen (MSE) [MA9801] - U.L. Dr. F. Solombrino (check the Moodle-plattform for material and info)

SS 2016

Differential und Integralrechnung (MSE) [MA9802] - U.L. Dr. F. Solombrino (check the Moodle-plattform for material and info)

SS 2017

Workshop on Selected Topics in Analysis - Seminar 1 - 6 on Thursday 27th 16-18 MI 02.08.011. Seminar 7 - on Friday 28th 14-16 MI 02.10.011

Partial differential equations II - Exercise sessions by Rufat Badal