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See below for information (and links) for selected publications.
If, for any reason, some articles are missing, an up-to-date list of publications--- including various "scientometrics"--- can be found using my Google Scholar profile, here.
[Papers can also be found via a search for "Richard G. Morris" on arXiv (although this will also bring up some papers by authors with similar names)].
In submission
In submission
“Scaffolding of RhoA contractile signalling: a regulatory analogue of kinetic proofreading”, S. Budnar, K. B. Husain, G. A. Gomez, M. Naghibosidat, S. Verma, R. G. Morris and A. S. Yap (2018) (bioRxiv).
“Solvated Membrane Nanodiscs: A Probe for the Effects of Gaussian Curvature”, R. G. Morris, T. Daffron and M. S. Turner (2017).
Published (Journals)
Published (Journals)
"Mobility Measurements Probe Conformational Changes in Membrane Proteins due to Tension, R. G. Morris and M. S. Turner, Phys. Rev. Lett. 115 198101 (2015) (arxiv, published)
...conformational changes in membrane-embedded ion-channels change the local shape of the membrane, and hence membrane hydrodynamics. This implies that by measuring diffusion at different membrane tensions, one can probe the mechanical response of a given channel.
"Growth-induced breaking and unbreaking of ergodicity in fully-connected spin systems", R. G. Morris and T. Rogers, J. Phys. A: Math. Theor. (47) 342003 (2014) (arxiv, published)
...growth can dramatically alter the key features of canonical models of probabilistic local interaction (e.g., opinion dynamics or ferromagnetism) leading, in some cases, to arrested-development or breaking (and un-breaking) of ergodicity.
"Relaxation and curvature-induced flows within multi-component membranes", R. G. Morris, Physical Review E 89 (6), 062704 (2014) (arxiv, published)
...if two membrane components have different bending rigidities, then shape relaxation is coupled to phase separation, with the former obeying a heat equation in the mean-curvature of the membrane.
"Dynamics and termination cost of spatially coupled mean-field models", F. Caltagirone, S. Franz, R. G. Morris and L. Zdeborovà, Physical Review E 89 (1), 012102 (2014) (arxiv, published)
"Interdependent networks: the fragility of control", R. G. Morris and M. Barthelemy, Nature Scientific Reports 3 (2013) (arxiv, published)
"Transport on coupled spatial networks", R. G. Morris and M. Barthelemy, Physical Review Letters 109 (12), 128703 (2012) (arxiv, published)
"Stability of growing vesicles", R. G. Morris and A. J. Mckane, Physical Review E 83 (6), 061151 (2011) (arxiv, published)
"Dynamical description of vesicle growth and shape change", R. G. Morris, D. Fanelli and A. J. Mckane, Physical Review E 82 (3), 031125 (2010) (arxiv, published)
Published (Book chapters)
Published (Book chapters)
"Spatial effects: transport on interdependent networks", R. G. Morris and M. Barthelemy, Published in: G. D’Agostino and A. Scala (Eds.) "Networks of networks: the last frontier of complexity", Springer, New York (2014).
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