# Items by Milewski, Paul

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**31**.## Articles

Milewski, P. A. and Tabak, E. G., 2015. Conservation law modelling of entrainment in layered hydrostatic flows.

*Journal of Fluid Mechanics*, 772, pp. 272-294. Item availability may be restricted.Milewski, P. A., Galeano-Rios, C. A., Nachbin, A. and Bush, J. W. M., 2015. Faraday pilot-wave dynamics:modelling and computation.

*Journal of Fluid Mechanics*, 778, pp. 361-388.Wang, Z., Vanden-Broeck, J. M. and Milewski, P. A., 2014. Asymmetric gravity-capillary solitary waves on deep water.

*Journal of Fluid Mechanics*, 759, R2.Wang, Z., Pãrãu, E. I., Milewski, P. A. and Vanden-Broeck, J.-M., 2014. Numerical study of interfacial solitary waves propagating under an elastic sheet.

*Proceedings of the Royal Society A*, 470 (2168), 20140111.Boonkasame, A. and Milewski, P. A., 2014. A model for strongly nonlinear long interfacial waves with background shear.

*Studies in Applied Mathematics*, 133 (2), pp. 182-213.Watras, C.J., Morrison, K.A., Mather, J., Milewski, P. and Hanson, P.C., 2014. Correcting CDOM fluorescence measurements for temperature effects under field conditions in freshwaters.

*Limnology and Oceanography: Methods*, 12 (1), pp. 23-24.Milewski, P. A. and Wang, Z., 2014. Transversally periodic solitary gravity-capillary waves.

*Proceedings of the Royal Society of London Series A - Mathematical Physical and Engineering Sciences*, 470 (2161), 20130537.Wang, Z., Milewski, P. A. and Vanden-Broeck, J.-M., 2014. Computation of three-dimensional flexural-gravity solitary waves in arbitrary depth.

*Procedia IUTAM*, 11, pp. 119-129.Dutykh, D., Clamond, D., Milewski, P. and Mitsotakis, D., 2013. Finite volume and pseudo-spectral schemes for the fully nonlinear 1D Serre equations.

*European Journal of Applied Mathematics*, 24 (5), pp. 761-787.Milewski, P. and Papageorgiou, D., 2013. Editorial:Special Issue: Analysis and Computation of Complex Wave and Free Boundary Problems: a celebration of Professor Jean-Marc Vanden-Broeck’s 60th Birthday.

*IMA Journal of Applied Mathematics*, 78 (4), p. 651.Milewski, P. A. and Wang, Z., 2013. Three dimensional flexural–gravity waves.

*Studies in Applied Mathematics*, 131 (2), pp. 135-148.Wang, Z., Vanden-Broeck, J.-M. and Milewski, P. A., 2013. Two-dimensional flexural-gravity waves of finite amplitude in deep water.

*IMA Journal of Applied Mathematics*, 78 (4), pp. 750-761.Milewski, P. A., Vanden-Broeck, J.-M. and Wang, Z., 2013. Steady dark solitary flexural gravity waves.

*Proceedings of the Royal Society A*, 469 (2150), 20120485.Wang, Z. and Milewski, P. A., 2012. Dynamics of gravity-capillary solitary waves in deep water.

*Journal of Fluid Mechanics*, 708, pp. 480-501.Wang, Z. and Milewski, P. A., 2012. Dynamics of gravity–capillary solitary waves in deep water.

*Journal of Fluid Mechanics*, 708, pp. 480-501.Kim, B., Dias, F. and Milewski, P. A., 2012. On weakly nonlinear gravity–capillary solitary waves.

*Wave Motion*, 49 (2), pp. 221-237.Boonkasame, A. and Milewski, P. A., 2012. The stability of large-amplitude shallow interfacial non-Boussinesq flows.

*Studies in Applied Mathematics*, 128 (1), pp. 40-58.Milewski, P. A., Vanden-Broeck, J.-M. and Wang, Z., 2011. Hydroelastic solitary waves in deep water.

*Journal of Fluid Mechanics*, 679, pp. 628-640.Milewski, P. A. and Tabak, E. G., 2011. The diurnal cycle and the meridional extent of the tropics.

*Physica D: Nonlinear Phenomena*, 240 (2), pp. 233-240.Simons, J. E. and Milewski, P. A., 2011. The volcano effect in bacterial chemotaxis.

*Mathematical and Computer Modelling*, 53 (7-8), pp. 1374-1388.Milewski, P. A., Vanden-Broeck, J.-M. and Wang, Z., 2010. Dynamics of steep two-dimensional gravity-capillary solitary waves.

*Journal of Fluid Mechanics*, 664, pp. 466-477.Dias, F. and Milewski, P., 2010. On the fully-nonlinear shallow-water generalized Serre equations.

*Physics Letters A*, 374 (8), pp. 1049-1053.Akers, B. and Milewski, P. A., 2010. Dynamics of three-dimensional gravity-capillary solitary waves in deep water.

*SIAM Journal on Applied Mathematics*, 70 (7), pp. 2390-2408.Akers, B. and Milewski, P. A., 2009. A model equation for wavepacket solitary waves arising from capillary-gravity flows.

*Studies in Applied Mathematics*, 122 (3), pp. 249-274.Chumakova, L., Menzaque, F. E., Milewski, P. A., Rosales, R. R., Tabak, E. G. and Turner, C. V., 2009. Shear instability for stratified hydrostatic flows.

*Communications on Pure and Applied Mathematics*, 62 (2), pp. 183-197.Chumakova, L., Menzaque, F. E., Milewski, P. A., Rosales, R. R., Tabak, E. G. and Turner, C. V., 2009. Stability properties and nonlinear mappings of two and three-layer stratified flows.

*Studies in Applied Mathematics*, 122 (2), pp. 123-137.Akers, B. and Milewski, P. A., 2008. A stability result for solitary waves in nonlinear dispersive equations.

*Communications in Mathematical Sciences*, 6 (3), pp. 791-797.Milewski, P. A. and Yang, X., 2008. A simple model for biological aggregation with asymmetric sensing.

*Communications in Mathematical Sciences*, 6 (2), pp. 397-416.Jacobson, T., Milewski, P. A. and Tabak, E. G., 2008. Mixing closures for conservation laws in stratified flows.

*Studies in Applied Mathematics*, 121 (1), pp. 89-116.Akers, B. and Milewski, P. A., 2008. Model equations for gravity-capillary waves in deep water.

*Studies in Applied Mathematics*, 121 (1), pp. 49-69.Raupp, C. F. M., Silva Dias, P. L., Tabak, E. G. and Milewski, P. A., 2008. Resonant wave interactions in the equatorial waveguide.

*Journal of the Atmospheric Sciences*, 65 (11), pp. 3398-3418.