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- PhD opportunities in Soft Matter
- RLJ @ chemistry dept
Career
- 2022-: Professor of Statistical Mechanics (DAMTP / Chemistry), University of Cambridge
- 2018-: Fellow, Emmanuel College
- 2017-2022: Interdisciplinary Lecturer (DAMTP / Chemistry), University of Cambridge
- 2008-2017: Lecturer / Reader, University of Bath
- 2006-2008: Postdoc, College of Chemistry, UC Berkeley
- 2004-2006: Postdoc, Theoretical Physics, Oxford University
- 2000-2004: PhD, Physics, Imperial College London
Research
Statistical Mechanics of Soft Matter, combining ideas and methods from mathematics, physics and chemistry.
Publications
Unraveling the Large Deviation Statistics of Markovian Open Quantum Systems
– Physical Review Letters
(2019)
122,
130605
Microscopic analysis of thermo-orientation in systems of off-centre Lennard-Jones particles
– Journal of Chemical Physics
(2019)
150,
134501
(doi: 10.1063/1.5089541)
Optimizing active work: Dynamical phase transitions, collective motion, and jamming
– Physical Review E
(2019)
99,
022605
(doi: 10.1103/physreve.99.022605)
Effects of random pinning on the potential energy landscape of a supercooled liquid.
– The Journal of chemical physics
(2018)
149,
114503
(doi: 10.1063/1.5042140)
Efficient characterisation of large deviations using population dynamics
– Journal of Statistical Mechanics: Theory and Experiment
(2018)
2018,
053204
(doi: 10.1088/1742-5468/aab3ef)
Canonical Structure and Orthogonality of Forces and Currents in Irreversible Markov Chains
– Journal of Statistical Physics
(2018)
170,
1019
(doi: 10.1007/s10955-018-1986-0)
Stochastic level-set method for shape optimisation
– Journal of Computational Physics
(2017)
348,
82
(doi: 10.1016/j.jcp.2017.07.010)
Symmetries and Geometrical Properties of Dynamical Fluctuations in Molecular Dynamics
– Entropy
(2017)
19,
562
(doi: 10.3390/e19100562)
Acceleration of Convergence to Equilibrium in Markov Chains by Breaking Detailed Balance.
– Journal of statistical physics
(2017)
168,
259
(doi: 10.1007/s10955-017-1805-z)
Finite-Size Scaling of a First-Order Dynamical Phase Transition: Adaptive Population Dynamics and an Effective Model.
– Phys Rev Lett
(2017)
118,
115702
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