Dr. Richard Blythe

Position:
Reader
Research Theme:
Condensed Matter and Photonics
Research Group:
Soft Matter, Statistical Physics and Biophysics
Institution:
Edinburgh
Email address:
r.a.blythe@ed.ac.uk
Website:
http://www.ph.ed.ac.uk/~rblythe3
Telephone number:
+44 (0)131 650 5105
Address:
School of Physics and Astronomy, James Clerk Maxwell Building, Peter Guthrie Tait Road, Edinburgh, EH9 3FD, United Kingdom

Research interests

Dr Blythe's research concerns modelling and understanding complex far-from-equilibrium systems. These systems abound at all scales, from cells through driven materials to evolving ecosystems and societies. As yet we lack a complete theory for predicting the emergent macroscopic consequences of the interactions between the constituents of these systems. Until this is achieved, such long-term goals as controlling materials driven by industrial processes, or forecasting the future behaviour of an ecosystem or a society will remain out of reach. As such, emergence and physics far from equilibrium has been recognised as a Physical Science Grand Challenge for the 21st Century.

Dr Blythe's research directly addresses this challenge in two ways. First, he investigates far-from-equilibrium systems at a fundamental level by means of mathematical analyses of models to establish how basic properties of a system (e.g., symmetries, conservation laws and spatial heterogeneity) govern their macroscopic behaviour. Second, there are many opportunities to apply quantitative techniques from the physical sciences to test theories in other disciplines in new ways. A major part of his recent research has involved applications of modelling in the context of human linguistic behaviour at various levels of description. The nature of evolving linguistic systems – whereby patterns of behaviour at the level of societies emerge from a combination of human cognition and social interactions – makes them a natural fit to the paradigmatic approach of statistical physics that attempts to explain patterns in macroscopic systems with many constituents from knowledge of the interactions between component parts.

Dr Blythe was appointed to the University as a Lecturer in 2007 and promoted to Reader in 2014. His professional activities include being a Divisional Associate Editor of Physical Review Letters.

Teaching

At present, Dr Blythe is responsible for two undergraduate courses at the University of Edinburgh:

  • Linear Algebra and Several Variable Calculus - Pre-Honours introductory mathematics for physics, covering vectors, matrices, partial differentiation and multiple integration in a physics context.
  • MPhys Project - Final year research project for students on the MPhys integrated masters programmes in Physics, Astrophysics, Theoretical, Mathematical and Computational Physics.

Previously, he has taught

  • Research Methods in Physics - Juniour Honours introduction to cutting-edge research in physics and a chance to develop research skills such as searching and understanding the scientific literature, writing scientifically, critiquing other scientists' work and giving presentations.
  • Nonequilibrium Statistical Mechanics - Biennial postgraduate course on the application of relevant statistical physics methods to a variety of nonequilibrium systems. This course is taught as part of the SUPA Graduate School.
  • Modelling and Visualisation in Physics - Senior Honours course in computational physics, covering key modelling and simulation methods (Monte Carlo, molecular dynamics, iterative methods for solving partial differential equations) and data visualisation and analysis techniques.

Dr Blythe has also taught at a number of graduate schools, nationally and internationally. These include:

  • Statistical Mechanics course at UK National "Physics by the Lake" / "Physics by the Sea" Theory of Condensed Matter summer school (2008-10, 2012, 2014-5)
  • Stochastic models of evolutionary dynamics at "Steps in Evolution" summer school, Jacobs University, Germany (2009).
  • Modelling Language Change at Linguistics Society of America Summer Institute, University of Colorado, Boulder (2011).
  • Equilibrium and Nonequilibrium Particle Number Fluctuations as part of MSc Masterclass in Modelling Complex Systems, Kings College London (2013).

Research outputs

  1. Renyi entropy of the totally asymmetric exclusion process DOI
    Anthony Wood, Richard Blythe and Martin Evans, Journal of Physics A: Mathematical and Theoretical, 50, 47 (2017)
  2. Exact Solution of Two Interacting Run-and-Tumble Random Walkers with Finite Tumble Duration DOI
    A. B. Slowman, M. R. Evans and R. A. Blythe, Journal of Physics A: Mathematical and Theoretical, 50 (2017)
  3. Assembly of Microbial Communities in Replicate Nutrient-Cycling Model Ecosystems Follows Divergent Trajectories, Leading to Alternate Stable States DOI
    Eulyn Pagaling, Kristin Vassileva, Catherine Mills, Timothy Bush, Richard Blythe, Jana Schwarz-Linek, Fiona Strathdee, Rosalind Allen and Andrew Free, Environmental Microbiology, 19, p. 3374-3386 (2017)
  4. Momentum in language change DOI
    Kevin Stadler, Richard Blythe, Kenny Smith and Simon Kirby, Language Dynamics and Change, 6, 2 , p. 171-198 (2016)
  5. Executive functions predict conceptual learning of science DOI
    Sinead Rhodes, Josephine Booth, Lorna Palmer, Richard Blythe, Mirela Delibegovic and Nial Wheate, British Journal of Developmental Psychology, 34, 2 (2016)
  6. Jamming and Attraction of Interacting Run-and-Tumble Random Walkers DOI
    Alexander Slowman, Martin Evans and Richard Blythe, Physical Review Letters, 116 (2016)
  7. Word learning under infinite uncertainty DOI
    Richard Blythe, Andrew D. M. Smith and Kenneth Smith, Cognition, 151, p. 18-27 (2016)
  8. Hierarchy of Scales in Language Dynamics DOI
    Richard A Blythe, European Physical Journal B, 88 (2015)
  9. Simulating the Real Origins of Communication DOI
    Richard A. Blythe and Thomas C. Scott-Phillips, PLoS One, 9, 11 (2014)
  10. Maintenance of order in a moving strong condensate DOI
    Justin Whitehouse, André Costa, Richard A. Blythe and Martin R. Evans, Journal of Statistical Mechanics: Theory and Experiment (2014)
Last updated: 19 Feb 2018 at 21:11