Surrey Mathematics Research Blog

The blog on research in mathematics at the University of Surrey

Four mathematicians elected Fellows of the Surrey Insitute for People-Centred Artificial Intelligence

Four mathematicians (Philip Aston, Werner Bauer, David Lloyd, Naratip Santitissadeekorn) have been elected to Fellowship in the Surrey AI Centre (link here). This pan-university institute brings together Surrey’s core AI-related expertise in vision, speech and signal processing, computer science, and mathematics, with its domain expertise across engineering and physical sciences, human and animal health, law […]


Paper of Dorje Brody on quantum biology published in Proceedings A of the Royal Society of London

The paper “Biological efficiency in processing information in green plants“, co-authored by Dorje Brody and Anthony J. Trewavas (University of Edinburgh), has been published today (16 August) in the Proceedings A of the Royal Society of London. It is published open access (link here). Green plants form the basis of almost all food chains on […]


Paper of Philip Aston wins Martin Black Prize for best paper in Physiological Measurement in 2022

The paper “Detecting beats in the photoplethysmogram: benchmarking open-source algorithms“, co-authored by Peter Charlton (Cambridge), Kevin Kotzen (Technion IIT), Elisa Mejia-Mejia (City U London), Philip Aston, Karthik Budidha (City U London), Jonathan Mant (Cambridge), Callum Pettit (former student at Surrey), Joachim Behar (Technion IIT), Panicos Kyriacou (City U London), was published in the journal “Physiological […]


Paper of Dominic Stone and Sergey Zelik published in Proceedings of the Edinburgh Mathematical Society

The paper “The non-autonomous Navier-Stokes-Brinkman-Forchheimer equation with Dirichlet boundary conditions: dissipativity, regularity, and attractors“, co-authored by Dominic Stone and Sergey Zelik, has been accepted for publication, open access, in the PRSE. The paper gives a comprehensive study of the 3D Navier-Stokes-Brinkman-Forchheimer equations in a bounded domain endowed with the Dirichlet boundary conditions and non-autonomous external […]


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