The topic is differential equations (both partial and ordinary
differential equations).
| Date | Speaker | Title |
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| No further seminars have been scheduled yet. Please come back later. |
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| 2005–01–13 |
S. Calogero |
The Students' Seminar in PDEs.
Part III. The Boltzmann equation: Proof of global existence |
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2005–01–20
12:15–13:00 |
Helge Holden |
On the Hunter–Saxton and
Camassa–Holm equations |
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| 13:15–14:00 |
S. Calogero |
The Students' Seminar in PDEs.
Part IV. The Boltzmann equation |
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| 2005–01–27 |
S. Calogero |
The Students' Seminar in PDEs.
The Boltzmann equation (continued) |
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2005–02–03
13:15–14:00 |
S. Calogero |
The Students' Seminar in PDEs.
The Boltzmann equation (continued) |
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| 13:15–14:00 |
Bård Skaflestad |
Exponential integrators for differential equations:
History, order analysis and construction
(abstract). |
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2005–02–10
12:15–13:00 |
S. Calogero |
The Students' Seminar in PDEs.
The Boltzmann equation (final part) |
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2005–03–10
13:15–14:00 |
Trond Varslot |
Approximations of the wave equation in seismic and ultrasonic imaging
(abstract). |
| 2005–03–17 |
Xavier Raynaud |
Students' seminar:
The Camassa–Holm equation, proof of existence of solutions (Part I)
(abstract). |
| 2005–03–31 |
Xavier Raynaud |
Students' seminar:
The Camassa–Holm equation, proof of existence of solutions (Part II)
(abstract). |
2005–04–25
14:15–16:00 |
Giuseppe Maria Coclite |
One Dimensional Scalar Conservation Laws, part I
(abstract) |
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2005–04–27
09:15–11:00 |
Giuseppe Maria Coclite |
One Dimensional Scalar Conservation Laws, part II
(abstract) |
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2005–04–29
14:15–16:00 |
Giuseppe Maria Coclite |
One Dimensional Scalar Conservation Laws, part III
(abstract) |
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2005–05–12
12:15–13:00 |
Erik Wahlén |
Global weak solutions of the Camassa–Holm equation
(abstract) |
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2005–05–26
12:15–14:00 |
Henrik Kalisch |
Bourgain's method for the KdV equation:
existence of low-regularity solutions |
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2005–06–20
(Monday)
13:15–15:00 |
Wilhelm Schlag |
Dispersive PDE |
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