Past Seminars
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Tue, 28/10/2003 17:00 |
Prof M Bridson |
Algebra Seminar |
L1 |
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Tue, 28/10/2003 15:00 |
Peter Cameron (QMW) |
Combinatorial Theory Seminar |
L3 |
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Tue, 28/10/2003 12:00 |
Dr F Mena (Oxford) |
Relativity Seminar |
L3 |
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Mon, 27/10/2003 17:00 |
Jean Lannes (Poltechnique, Paris) |
Topology Seminar |
L3 |
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Mon, 27/10/2003 17:00 |
Tomas Gedeon (Montana State University) |
Applied Analysis and Mechanics Seminar |
L1 |
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Mon, 27/10/2003 15:45 |
Dan Stroock (Dept Mathematics at MIT, USA) |
Stochastic Analysis Seminar |
DH 3rd floor SR |
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Mon, 27/10/2003 14:15 |
Charles Doran (Columbia) |
Geometry and Analysis Seminar |
L3 |
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Mon, 27/10/2003 12:00 |
Philip Candelas (Oxford) |
String Theory Seminar |
L3 |
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Fri, 24/10/2003 16:30 |
Keith Moffatt (UK) |
Colloquia |
L2 |
| Why does a spinning coin come to such a sudden stop? Why does a spinning hard-boiled egg stand up on its end? And why does the rattleback rotate happily in one direction but not in the other? The key mathematical aspects of these familiar dynamical phenomena, which admit simple table-top demonstration, will be revealed. | |||
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Fri, 24/10/2003 14:30 |
Prof Rod Smallwood (Dept Ccomputer Science, University of Sheffield) |
Mathematical Biology Seminar |
L3 |
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Fri, 24/10/2003 14:15 |
William Shaw (OCIAM, Oxford) |
Mathematical Finance Seminar |
DH 3rd floor SR |
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Fri, 24/10/2003 14:15 |
Alberto Casas (CSIC Madrid) |
Theoretical Physics Series |
Dennis Sciama LT |
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Thu, 23/10/2003 16:30 |
Andrew Kresch (Warwick) |
Number Theory Seminar |
L2 |
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Thu, 23/10/2003 16:15 |
Vicente di Clemente (Oxford) |
Oxral Series (Fisher Room of NAPL) |
Fisher Room |
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Thu, 23/10/2003 14:30 |
Prof A Iserles (DAMTP, University of Cambridge) |
Differential Equations and Applications Seminar |
Comlab |
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Thu, 23/10/2003 14:00 |
Prof Arieh Iserles (DAMPT, University of Cambridge) |
Computational Mathematics and Applications |
Comlab |
| Rapidly oscillating problems, whether differential equations or integrals, ubiquitous in applications, are allegedly difficult to compute. In this talk we will endeavour to persuade the audience that this is false: high oscillation, properly understood, is good for computation! We describe methods for differential equations, based on Magnus and Neumann expansions of modified systems, whose efficacy improves in the presence of high oscillation. Likewise, we analyse generalised Filon quadrature methods, showing that also their error sharply decreases as the oscillation becomes more rapid. | |||
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Thu, 23/10/2003 11:00 |
A Wilkie |
Advanced Logic Class |
L3 |
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Tue, 21/10/2003 17:00 |
Prof D Segal (All Souls) |
Algebra Seminar |
L1 |
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Tue, 21/10/2003 15:00 |
Anna de Mier (UPC Barcelona and Oxford) |
Combinatorial Theory Seminar |
L3 |
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Tue, 21/10/2003 12:00 |
Dr M Dunajski (Cambridge) |
Relativity Seminar |
L3 |
