Surrey Mathematics Research Blog

There will be a Workshop on Biological Dynamics, hosted by the Biosystems Group and the Dynamical Systems and PDEs Group, at the University of Surrey on Monday 8th to Tuesday 9th July.   The workshop is a joint event between PANDA and LDSG, both London Mathematical Society funded networks.  For further details, including travel information, see […]

There will be a Workshop on Biological Dynamics, hosted by the Biosystems Group and the Dynamical Systems and PDEs Group, at the University of Surrey on Monday 8th to Tuesday 9th July.   The workshop is a joint event between PANDA and LDSG, both London Mathematical Society funded networks.  For further details, including travel information, see […]

Jon Bevan’s article “On double-covering stationary points of a constrained Dirichlet energy” has been accepted for publication in the journal: Annales de l’Institut Henri Poincare (C) Non Linear Analysis. The paper examines the conjecture that u_{dc} is the global minimizer of the Dirichlet energy among all W12 mappings u of the unit ball in R^2 […]

  Philip Aston, in collaboration with Dr. Lisiane B. Meira (Biochemistry and Physiology, Surrey) and Dr Ruan Elliott (Nutrition and Metabolism, Surrey), is organising a conference on “Mathematical Modelling of the DNA Damage Response”.  It will be held at the Surrey Institute for Advanced Studies on the 26th and 27th of June 2013.  Further information […]

Professor Pierre-Gilles Lemarié-Rieusset visited the department on Friday 26 April for research interaction and to give a Colloquium talk.  He is from the Universite d’Evry Val d’Essonne, in Evry, south of Paris.  His Colloquium talk was on “A comparitive study of the Navier-Stokes equations and the Keller-Segel system“. Professor Lemarie-Rieusset’s web page can be found […]

The paper by David Fisher, Robert Gray and Peter Hydon, entitled “Automorphisms of real Lie algebras of dimension five or less” has been accepted for publication in the Journal of Physics A.  The main result of the paper is a formulation and proof of a Lie algebra version of the Krull-Schmidt Theorem.  This theorem leads […]