Forthcoming Seminars

Mon, 23/04/2007
12:00
Andrew Dancer (Oxford) String Theory Seminar Add to calendar L3
Mon, 23/04/2007
14:15
Richard Thomas (Imperial College, London) Geometry and Analysis Seminar Add to calendar L3
Mon, 23/04/2007
14:15
Prof Thomas Zastawniak (University of York) Stochastic Analysis Seminar Add to calendar DH 3rd floor SR
 
Mon, 23/04/2007
15:45
Dr Erika Hausenblas Stochastic Analysis Seminar Add to calendar DH 3rd floor SR
 

First I will introduce Poisson random measures and their connection to Levy processes.  Then SPDE

Mon, 23/04/2007
15:45
Topology Seminar Add to calendar L3
Mon, 23/04/2007
17:00
Bjorn Engquist (University of Texas, Austin) Applied Analysis and Mechanics Seminar Add to calendar L1
Tue, 24/04/2007
14:30
Douglas Woodall (Nottingham) Combinatorial Theory Seminar Add to calendar L3
Tue, 24/04/2007
15:45
Mark Gross (San Diego) Homological Mirror Symmetry Seminar Add to calendar L3
Tue, 24/04/2007
17:00
P. Iley (Oxford) Functional Analysis Seminar Add to calendar L3
Tue, 24/04/2007
17:00
Dr. Corneliu Hoffman (Birmingham) Algebra Seminar Add to calendar L1
Thu, 26/04/2007
11:00
Philipp Hieronymi (University of Oxford) Advanced Logic Class Add to calendar SR1
Thu, 26/04/2007
12:00
Mitul Shah (Oxford) Junior Geometry Seminar Add to calendar SR1
Thu, 26/04/2007
14:00
Dr Scott McLachlan (Delft University of Technology) Computational Mathematics and Applications Add to calendar Rutherford Appleton Laboratory, nr Didcot
The numerical study of lattice quantum chromodynamics (QCD) is an attempt to extract predictions about the world around us from the standard model of physics. Worldwide, there are several large collaborations on lattice QCD methods, with terascale computing power dedicated to these problems. Central to the computation in lattice QCD is the inversion of a series of fermion matrices, representing the interaction of quarks on a four-dimensional space-time lattice. In practical computation, this inversion may be approximated based on the solution of a set of linear systems. In this talk, I will present a basic description of the linear algebra problems in lattice QCD and why we believe that multigrid methods are well-suited to effectively solving them. While multigrid methods are known to be efficient solution techniques for many operators, those arising in lattice QCD offer new challenges, not easily handled by classical multigrid and algebraic multigrid approaches. The role of adaptive multigrid techniques in addressing the fermion matrices will be highlighted, along with preliminary results for several model problems.
Thu, 26/04/2007
16:00
Harald Helfgott (Bristol) Number Theory Seminar Add to calendar L3
Thu, 26/04/2007
16:30
Eamonn Gaffney (Oxford) Differential Equations and Applications Seminar Add to calendar DH 1st floor SR
 

Aspects of my current research will be reviewed. In terms of reaction diffusion equations, I will review current work on cancer modelling and biological pattern formation. I will then proceed to consider biological applications of low Reynolds number fluid dynamics with respect to cilia-induced flows in the lung and human spermatozoa dynamics.  

 
Fri, 27/04/2007
10:00
Julian Reed (Rolls Royce) Industrial and Interdisciplinary Workshops Add to calendar DH 3rd floor SR
Fri, 27/04/2007
11:45
Lorenzo Fusi (Dept. of Ulisse Dini, Florence) Industrial and Interdisciplinary Workshops Add to calendar DH 3rd floor SR
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