G.A. Pavliotis
G.A. Pavliotis
Department of Mathematics Imperial College London
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Cited by
Multiscale methods, volume 53 of Texts in Applied Mathematics
GA Pavliotis, AM Stuart
Springer, New York, 2008
Stochastic processes and applications
GA Pavliotis
Springer-Verlag New York, 2016
Parameter estimation for multiscale diffusions
GA Pavliotis, AM Stuart
Journal of Statistical Physics 127, 741-781, 2007
Optimal non-reversible linear drift for the convergence to equilibrium of a diffusion
T Lelievre, F Nier, GA Pavliotis
Journal of Statistical Physics 152 (2), 237-274, 2013
Variance reduction using nonreversible Langevin samplers
AB Duncan, T Lelievre, GA Pavliotis
Journal of statistical physics 163, 457-491, 2016
Itô versus Stratonovich white-noise limits for systems with inertia and colored multiplicative noise
R Kupferman, GA Pavliotis, AM Stuart
Physical Review E 70 (3), 036120, 2004
Two-dimensional droplet spreading over random topographical substrates
N Savva, S Kalliadasis, GA Pavliotis
Physical review letters 104 (8), 084501, 2010
General dynamical density functional theory for classical fluids
BD Goddard, A Nold, N Savva, GA Pavliotis, S Kalliadasis
Physical review letters 109 (12), 120603, 2012
Asymptotic analysis for the generalized Langevin equation
M Ottobre, GA Pavliotis
Nonlinearity 24 (5), 1629, 2011
Long-time behaviour and phase transitions for the McKean–Vlasov equation on the torus
JA Carrillo, RS Gvalani, GA Pavliotis, A Schlichting
Archive for Rational Mechanics and Analysis 235 (1), 635-690, 2020
Bayesian mechanics for stationary processes
L Da Costa, K Friston, C Heins, GA Pavliotis
Proceedings of the Royal Society A 477 (2256), 20210518, 2021
Maximum likelihood drift estimation for multiscale diffusions
A Papavasiliou, GA Pavliotis, AM Stuart
Stochastic Processes and their Applications 119 (10), 3173-3210, 2009
The free energy principle made simpler but not too simple
K Friston, L Da Costa, N Sajid, C Heins, K Ueltzhöffer, GA Pavliotis, T Parr
Physics Reports 1024, 1-29, 2023
Multiscale analysis for stochastic partial differential equations with quadratic nonlinearities
D Blömker, M Hairer, GA Pavliotis
Nonlinearity 20 (7), 1721, 2007
Periodic homogenization for inertial particles
GA Pavliotis, AM Stuart
Physica D: Nonlinear Phenomena 204 (3-4), 161-187, 2005
Periodic homogenization for hypoelliptic diffusions
M Hairer, GA Pavliotis
Journal of Statistical Physics 117, 261-279, 2004
Exponential return to equilibrium for hypoelliptic quadratic systems
M Ottobre, GA Pavliotis, K Pravda-Starov
Journal of Functional Analysis 262 (9), 4000-4039, 2012
From ballistic to diffusive behavior in periodic potentials
M Hairer, GA Pavliotis
Journal of Statistical Physics 131, 175-202, 2008
Mean field limits for interacting diffusions in a two-scale potential
SN Gomes, GA Pavliotis
Journal of nonlinear science 28, 905-941, 2018
Noise induced state transitions, intermittency, and universality in the noisy Kuramoto-Sivashinksy equation
M Pradas, D Tseluiko, S Kalliadasis, DT Papageorgiou, GA Pavliotis
Physical review letters 106 (6), 060602, 2011
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