- Miroslav Grmela, “Coupling between microscopic and macroscopic dynamics in NEMD. II”, Physics Letters A, 182, № 2-3, 1993, 270
- Dorian Goldman, Robert J McCann, “Chaotic response of the 2D semi-geostrophic and 3D quasi-geostrophic equations to gentle periodic forcing”, Nonlinearity, 21, № 7, 2008, 1455
- Boris Kolev, “Geometric Differences between the Burgers and the Camassa-Holm Equations”, JNMP, 15, № Supplement 2, 2008, 116
- S. Childress, A. M. Soward, Chaos in Astrophysics, 1985, 223
- David G. Ebin, Stephen C. Preston, “Riemannian Geometry of the Contactomorphism Group”, Arnold Math J., 1, № 1, 2015, 5
- Vladimir Sverak, “On certain models in the PDE theory of fluid flows”, Journées équations aux dérivées partielles, 2018, 1
- François Gay-Balmaz, Hiroaki Yoshimura, “Dirac reduction for nonholonomic mechanical systems and semidirect products”, Advances in Applied Mathematics, 63, 2015, 131
- Miroslav Grmela, “Lagrange hydrodynamics as extended Euler hydrodynamics: Hamiltonian and GENERIC structures”, Physics Letters A, 296, № 2-3, 2002, 97
- Tsutomu Kambe, “Geometrical theory of fluid flows and dynamical systems”, Fluid Dyn. Res., 30, № 6, 2002, 331
- Terence Tao, “Finite Time Blowup for Lagrangian Modifications of the Three-Dimensional Euler Equation”, Ann. PDE, 2, № 2, 2016, 9