Surrey Mathematics Research Blog

Congratulations to Matthew Bailey who has passed his PhD Confirmation Examination today (Monday 18 January).  The title of his report is “Exploring sleep-wake dynamics” and he is supervised by Anne Skeldon and Gianne Derks.  The examiners were Philip Aston and Ian Morris.

Philip Aston published the paper “Simulating the influence of plasma protein on measured receptor affinity in biochemical assays reveals the utility of Schild analysis for estimating compound affinity for plasma proteins” with co-authors Daniel Blakeley (Novartis), David Sykes (Nottingham), Penny Ensor (Nottingham), Enric Bertran (Roche Innovation Center), and  Steven Charlton (Nottingham) in the British Journal […]

The paper “T-duality of Green-Schwarz superstrings on AdS(d) x S(d) x M(10-2d)” has been published in the Journal of High Energy Physics.  A link to the published paper is here and it is freely available under open access. The authors are Michael Abbott (Cape Town), Jeff Murugan (Milano), Silvia Penati (Milano), Antonio Pittelli (Surrey), Dmitri […]

The paper “Time-dependent conformal mapping of doubly-connected regions” co-authored by Matt Turner and Tom Bridges, has been accepted for publication in the Springer journal Advances in Computational Mathematics. The paper studies the evolution of the conformal modulus, an invariant associated with conformal mapping of doubly-connected regions, and develops a generalization of the Hilbert transform, named […]

Congratulations to Euan Littlejohns who passed his PhD Confirmation Examination today (Friday 18 December). The title of his report is “Mathematically modelling biological growth“.  His supervisors are Carina Dunlop and Anne Skeldon, and the examiners were Gianne Derks and Matt Turner.

Alessandro Torrielli visited the Istituto Nazionale de Fisica Nucleare at the University of Turin this week, giving a talk on Monday 14 December on “Lower dimensional AdS/CFT correspondences and their integrability“.  In the talk he gave an overview of AdS/CFT correspondences in dimensions lower than or equal to 5, with emphasis on their integrable structure. […]