Paul A Milewski
Paul A Milewski
Professor of Mathematics, University of Bath
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Cited by
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A temperature compensation method for CDOM fluorescence sensors in freshwater
CJ Watras, PC Hanson, TL Stacy, KM Morrison, J Mather, YH Hu, ...
Limnology and Oceanography: Methods 9 (7), 296-301, 2011
A pseudospectral procedure for the solution of nonlinear wave equations with examples from free-surface flows
PA Milewski, EG Tabak
SIAM journal on scientific computing 21 (3), 1102-1114, 1999
On the fully-nonlinear shallow-water generalized Serre equations
F Dias, P Milewski
Physics Letters A 374 (8), 1049-1053, 2010
Three‐Dimensional Water Waves
PA Milewski, JB Keller
Studies in Applied Mathematics 97 (2), 149-166, 1996
Faraday pilot-wave dynamics: modelling and computation
PA Milewski, CA Galeano-Rios, A Nachbin, JWM Bush
Journal of Fluid Mechanics 778, 361-388, 2015
Finite volume and pseudo-spectral schemes for the fully nonlinear 1D Serre equations
D Dutykh, D Clamond, P Milewski, D Mitsotakis
European Journal of Applied Mathematics 24 (5), 761-787, 2013
Dynamics of steep two-dimensional gravity–capillary solitary waves
PA Milewski, JM Vanden-Broeck, Z Wang
Journal of Fluid Mechanics 664, 466-477, 2010
Hydroelastic solitary waves in deep water
PA Milewski, JM Vanden-Broeck, Z Wang
Journal of Fluid Mechanics 679, 628-640, 2011
The generation and evolution of lump solitary waves in surface-tension-dominated flows
KM Berger, PA Milewski
SIAM Journal on Applied Mathematics 61 (3), 731-750, 2000
A Model Equation for Wavepacket Solitary Waves Arising from Capillary‐Gravity Flows
B Akers, PA Milewski
Studies in Applied Mathematics 122 (3), 249-274, 2009
Faraday wave–droplet dynamics: discrete-time analysis
M Durey, PA Milewski
Journal of Fluid Mechanics 821, 296-329, 2017
Tunneling with a hydrodynamic pilot-wave model
A Nachbin, PA Milewski, JWM Bush
Physical Review Fluids 2 (3), 034801, 2017
Nonlinear stability of two-layer flows
P Milewski, E Tabak, C Turner, RR Rosales, F Menzaque
Commun. Math. Sci 2 (3), 427-442, 2004
Time dependent gravity-capillary flows past an obstacle
PA Milewski, JM Vanden-Broeck
Wave Motion 29 (1), 63-79, 1999
Merging and wetting driven by surface tension
JB Keller, PA Milewski, JM Vanden-Broeck
European Journal of Mechanics-B/Fluids 19 (4), 491-502, 2000
Three dimensional flexural–gravity waves
PA Milewski, Z Wang
Studies in Applied Mathematics 131 (2), 135-148, 2013
Three-dimensional localized solitary gravity-capillary waves
PA Milewski
Communications in Mathematical Sciences 3 (1), 89-99, 2005
Flow structure beneath rotational water waves with stagnation points
R Ribeiro, PA Milewski, A Nachbin
Journal of Fluid Mechanics 812, 792-814, 2017
The Stability of Large‐Amplitude Shallow Interfacial Non‐Boussinesq Flows
A Boonkasame, P Milewski
Studies in Applied Mathematics, 2011
Stability properties and nonlinear mappings of two and three‐layer stratified flows
L Chumakova, FE Menzaque, PA Milewski, RR Rosales, EG Tabak, ...
Studies in Applied Mathematics 122 (2), 123-137, 2009
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