Surrey Mathematics Research Blog

The blog on research in mathematics at the University of Surrey

Mathematical biology paper of Ahoud Alsheri and Stephen Gourley published in EJAM

The paper “A mathematical model for the transmission of louse-borne relapsing fever” co-authored by Ahuod Alsheri and Stephen Gourley has been published in the June issue of the European Journal of Applied Mathematics (link here).  The paper derives a model for LBRF consisting of seven coupled delay differential equations. Then extensive analysis of the model […]


Anne Skeldon visits Lighting Research Center at RPI in New York

Anne Skeldon is visiting the Lighting Research Center at Rensselaer Polytechnic Institute in Troy, New York, this week (27-29 June) for research interaction. The Lighting Research Center at RPI is the world’s leading center for lighting research and education.  It has a track record of pioneering research in solid-state lighting, light and health, transportation lighting, […]


Two papers of Sergey Zelik on Navier-Stokes equations appear in Physica D

Two papers by Sergey Zelik and co-authors on rigorous analysis of the Navier-Stokes equations have been published in a special issue of Physica D (link here). The first paper (link here) is “Vanishing viscosity limit for global attractors for the damped Navier–Stokes system with stress free boundary conditions” co-authored with V. Chepyzhov (IITP, Moscow) and […]


Ian Roulstone speaks at Hamiltonian PDEs conference in Italy

Ian Roulstone is visiting the mathematics department at the University of Milano-Bicocca this week (25-27 June) to speak at the conference on “Hamiltonian PDEs: Models and Applications” (link here). Ian is giving a talk on the geometry of the Monge-Ampere equations.  While there Ian will meet with Professor Andrea Biondi, vice-Provost at the university, to […]


Paper of Jock McOrist on heterotic vacua published in LMP

The paper “On the effective field theory of heterotic vacua“, by Jock McOrist, has been published in Letters in Mathematical Physics.  The effective field theory of heterotic vacua that realise R(3,1) preserving N=1 supersymmetry is studied. In a previous paper the kinetic terms for moduli were calculated, deducing the moduli metric and Kähler potential. In […]


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