Departement Mathematik

PDE and mathematical physics

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Herbstsemester 2017

Datum / Zeit Referent:in Titel Ort
21. September 2017
18:10-19:30 		Dr. Annalisa Massaccesi
Universität Zürich
Details

PDE and Mathematical Physics

Titel On the rank-one theorem for BV functions
Referent:in, Affiliation Dr. Annalisa Massaccesi, Universität Zürich
Datum, Zeit 21. September 2017, 18:10-19:30
Ort Y27 H 35/36
On the rank-one theorem for BV functions
Y27 H 35/36
28. September 2017
18:10-19:30 		Prof. Dr. Gerald Teschl
Universität Wien
Details

PDE and Mathematical Physics

Titel Rarefaction Waves for the Toda Equation via Nonlinear Steepest Descent
Referent:in, Affiliation Prof. Dr. Gerald Teschl, Universität Wien
Datum, Zeit 28. September 2017, 18:10-19:30
Ort Y27 H 35/36
Rarefaction Waves for the Toda Equation via Nonlinear Steepest Descent
Y27 H 35/36
5. Oktober 2017
18:10-19:30 		Prof. Dr. Christian Hainzl
Eberhard Karls Universität Tübingen
Details

PDE and Mathematical Physics

Titel Mathematical aspects of the BCS-theory of superconductivity
Referent:in, Affiliation Prof. Dr. Christian Hainzl, Eberhard Karls Universität Tübingen
Datum, Zeit 5. Oktober 2017, 18:10-19:30
Ort Y27 H 35/36
Mathematical aspects of the BCS-theory of superconductivity
Y27 H 35/36
19. Oktober 2017
18:10-19:30 		Prof. Dr. Yvan Martel
École polytechnique, Palaiseau
Details

PDE and Mathematical Physics

Titel [Video] Inelasticity of soliton collisions for the 5D energy critical wave equation (joint work with Frank Merle)
Referent:in, Affiliation Prof. Dr. Yvan Martel, École polytechnique, Palaiseau
Datum, Zeit 19. Oktober 2017, 18:10-19:30
Ort Y27 H 35/36
[Video] Inelasticity of soliton collisions for the 5D energy critical wave equation (joint work with Frank Merle)
Y27 H 35/36
26. Oktober 2017
18:10-19:30 		Prof. Dr. Michiel van den Berg
School of Mathematics, University of Bristol
Details

PDE and Mathematical Physics

Titel Spectral bounds for the torsion function and torsional rigidity
Referent:in, Affiliation Prof. Dr. Michiel van den Berg, School of Mathematics, University of Bristol
Datum, Zeit 26. Oktober 2017, 18:10-19:30
Ort Y27 H 35/36
Spectral bounds for the torsion function and torsional rigidity
Y27 H 35/36
2. November 2017
18:10-19:30 		Dr. Mahir Hadzic
King's College London
Details

PDE and Mathematical Physics

Titel Singular integrals and a problem on mixing flows
Referent:in, Affiliation Dr. Mahir Hadzic, King's College London
Datum, Zeit 2. November 2017, 18:10-19:30
Ort Y27 H 35/36
Singular integrals and a problem on mixing flows
Y27 H 35/36
9. November 2017
18:10-19:30 		Prof. Dr. Enno Lenzmann
Mathematisches Institut, Universität Basel
Details

PDE and Mathematical Physics

Titel Energy-Critical Half-Wave Maps: Solitons and Lax Pair Structure
Referent:in, Affiliation Prof. Dr. Enno Lenzmann, Mathematisches Institut, Universität Basel
Datum, Zeit 9. November 2017, 18:10-19:30
Ort Y27 H 35/36
Energy-Critical Half-Wave Maps: Solitons and Lax Pair Structure
Y27 H 35/36
16. November 2017
18:10-19:30 		Prof. Dr. Jean Michel Coron
Université Pierre et Marie Curie
Details

PDE and Mathematical Physics

Titel [Video] On the stabilization of 1-D hyperbolic systems
Referent:in, Affiliation Prof. Dr. Jean Michel Coron, Université Pierre et Marie Curie
Datum, Zeit 16. November 2017, 18:10-19:30
Ort Y27 H 35/36
[Video] On the stabilization of 1-D hyperbolic systems
Y27 H 35/36
7. Dezember 2017
18:10-19:30 		Dr. Emanuele Spadaro
Max Planck Institute, Leipzig
Details

PDE and Mathematical Physics

Titel The structure of the free boundary of the thin obstacle problem.
Referent:in, Affiliation Dr. Emanuele Spadaro, Max Planck Institute, Leipzig
Datum, Zeit 7. Dezember 2017, 18:10-19:30
Ort Y27 H 35/36
The structure of the free boundary of the thin obstacle problem.
Y27 H 35/36
21. Dezember 2017
18:10-19:30 		Dr. Nicholas Edelen
M.I.T.
Details

PDE and Mathematical Physics

Titel The singular set of minimal surfaces near polyhedral cones
Referent:in, Affiliation Dr. Nicholas Edelen, M.I.T.
Datum, Zeit 21. Dezember 2017, 18:10-19:30
Ort Y27 H 35/36
The singular set of minimal surfaces near polyhedral cones (ABGESAGT)
Y27 H 35/36

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