• B. Buffoni, M. D. Groves & E. Wahlén (2022) "Fully localised three-dimensional gravity-capillary solitary waves on water of infinite depth". J. Math. Fluid Mech. 24, 55. Link
  • M. D. Groves (2021) "An existence theory for gravity-capillary solitary water waves". Water Waves 3, 213-250. Link
  • M. D. Groves & J. Horn (2020) "A variational formulation for steady surface water waves on a Beltrami flow". Proc. Roy. Soc. Lond. A 476, 20190495. Link
  • M. Ehrnström & M. D. Groves (2018) "Small-amplitude fully localised solitary waves for the full-dispersion Kadomtsev-Petviashvili equation". Nonlinearity 31, 5351-5384. Link
  • M. D. Groves & D. Nilsson (2018) "Spatial dynamics methods for solitary waves on a ferrofluid jet". J. Math. Fluid Mech. 20, 1427-1458. Link
  • M. D. Groves & J. Horn (2018) "Small-amplitude static periodic patterns at a fluid-ferrofluid interface". Proc. Roy. Soc. Lond. A 474, 20180038. Link
  • B. Buffoni, M. D. Groves & E. Wahlén (2018) "A variational reduction and the existence of a fully localised solitary wave for the three-dimensional water-wave problem with weak surface tension". Arch. Rat. Mech. Anal. 228, 773-820. Link
  • M. D. Groves, D. J. B. Lloyd & A. Stylianou (2017) "Pattern formation on the free surface of a ferrofluid: spatial dynamics and homoclinic bifurcation". Physica D 350, 1-12. Link
  • M. D. Groves, B. Hewer & E. Wahlén (2016) "Variational existence theory for hydroelastic solitary waves". C. R. Math. Acad. Sci. Paris 354, 1078-1086. Link
  • M. D. Groves, E. Wahlén & S.-M. Sun (2016) "Periodic solitons for the elliptic-elliptic focussing Davey-Stewartson equations". C. R. Math. Acad. Sci. Paris 354, 486-492. Link
  • M. D. Groves, S.-M. Sun & E. Wahlén (2016) "A dimension breaking phenomenon for water waves with weak surface tension". Arch. Rat. Mech. Anal. 220, 747-807. Link
  • M. D. Groves (2016) "The dimension-breaking route to three-dimensional solitary gravity-capillary water waves". In Lectures on the Theory of Water Waves, LMS Lecture Note Series 426 (eds. T. J. Bridges, M. D. Groves & D. P. Nicholls), chapter 6. Cambridge University Press. Link
  • G. Bagri & M. D. Groves (2015) "A spatial dynamics theory for doubly periodic travelling capillary-gravity surface waves on water of infinite depth". J. Dyn. Diff. Eqns. 27, 343-370. Link
  • M. D. Groves & E. Wahlén (2015) "Existence and conditional energetic stability of solitary gravity-capillary water waves with constant constant vorticity".Proc. Roy. Soc. Edin. A 145, 791-883. Link
  • M. D. Groves & A. Stylianou (2014) "On the Hamiltonian structure of the planar steady water-wave problem with vorticity". C. R. Math. Acad. Sci. Paris 352, 205-211. Link
  • B. Buffoni, M. D. Groves, S.-M. Sun & E. Wahlén (2013) "Existence and conditional energetic stability of three-dimensional fully localised solitary gravity-capillary water waves". J. Diff. Eqns 254, 1006-1096. Link
  • M. Ehrnström, M. D. Groves & E. Wahlén (2012) "On the existence and stability of solitary-wave solutions to a class of evolution equations of Whitham type". Nonlinearity 25, 2903-2936. Link
  • M. D. Groves & E. Wahlén (2011) "On the existence and conditional energetic stability of solitary gravity-capillary surface waves on deep water". J. Math. Fluid Mech. 13, 593-627. Link
  • M. D. Groves & E. Wahlén (2010) "On the existence and conditional energetic stability of solitary water waves with weak surface tension". C. R. Math. Acad. Sci. Paris 348, 397-402. Link
  • M. D. Groves & E. Wahlén (2008) "Small-amplitude Stokes and solitary gravity water waves with an arbitrary distribution of vorticity". Physica D 237, 1530-1538. Link
  • M. D. Groves & S.-M. Sun (2008) "Fully localised solitary-wave solutions of the three- dimensional gravity-capillary water-wave problem". Arch. Rat. Mech. Anal. 188, 1-91. Link
  • M. D. Groves & G. Schneider (2008) "Modulating pulse solutions to quadratic quasilinear wave equations over exponentially long length scales". Comm. Math. Phys. 278, 567-625. Link
  • M. D. Groves & E. Wahlén (2007) "Spatial dynamics methods for solitary gravity-capillary water waves with an arbitrary distribution of vorticity". SIAM J. Math. Anal. 39, 932-964. Link
  • M. D. Groves (2007) "Three-dimensional travelling gravity-capillary water waves". GAMM Mitteilungen 30, 8-43. Link