Surrey Mathematics Research Blog

The paper “A coherent structure approach for parameter estimation in Lagrangian data assimilation“, co-authored by John Maclean (U North Carolina), Naratip Santitissadeekorn, and Christopher K.R.T. Jones (U North Carolina) has been published in the December 2017 issue of PhysicaD (link here).   The paper shows that coherent patterns can be used to form effective data assimilation […]

Cesare Tronci has been appointed to a Research Membership at the Mathematical Sciences Research Institute at the University of California at Berkeley for the four month programme on Hamiltonian Systems.  The Research Membership provides local funding for four months and round-trip travel to San Francisco.  The programme will take place from 13 August 2018 to […]

Carina Dunlop visited Mathematical Sciences at the University of Southampton on Tuesday 9 January to give a seminar in the Applied Mathematics Series.  Her talk was on “Mechanical models for cell and tissue culture exploring mechanotransduction“.  An abstract of the talk follows: the ability of cells to sense and respond to the mechanical properties of […]

David Lloyd is part of a team (including Martin Short (Georgia Tech) and Theodore Kolokolnikov (Dalhousie University)) that has been awarded funding for a one week conference programme on “Mathematical Criminology and Security” to be held at the Banff International Research Station for mathematical innovation and discovery in Alberta Canada. The programme is to be […]

The paper “The Hawking-Penrose singularity theorem for C^{1,1} Lorentzian metrics” co-authored by Melanie Graf (Vienna), James Grant, Michael Kunzinger (Vienna), and Roland Steinbauer (Vienna), has just been published in the Communications in Mathematical Physics, link here.  The paper shows that the Hawking–Penrose singularity theorem, and the generalisation of this theorem due to Galloway and Senovilla, […]

Congratulations to Jacob Brooks who passed his PhD confirmation examination on Monday 18th December.  His confirmation report is titled “Existence of stationary fronts in a system of two coupled wave equations with spatial inhomogeneity”.  The examiners were Tom Bridges and Sergey Zelik.  The project co-supervisors are Gianne Derks and David Lloyd.