Publications
Peer-Reviewed Journal Articles
- O. Kubů and D. Latini. Haantjes algebras, Zernike system and separation of variables, J. Phys. A: Math. Theor. (2026), in press [DOI] [arXiv]
- O. Kubů and P. Tempesta. Stäckel and Eisenhart lifts, Haantjes geometry and Gravitation, Proc. R. Soc. A, 482 (2026) 20251103 [DOI] [arXiv]
- O. Kubů, D. Reyes, P. Tempesta and G. Tondo. Hamiltonian integrable systems in a magnetic field and symplectic-Haantjes geometry, Proc. R. Soc. A, 480 (2024) 20240076 [DOI] [arXiv]
- O. Kubů, A. Marchesiello and L. Šnobl. Integrable systems with velocity-dependent potentials: generalized parabolic cylindrical case, J. Phys. A: Math. Theor., 57 (2024) 235203 [DOI] [arXiv]
- M. F. Hoque, O. Kubů, A. Marchesiello and L. Šnobl. New classes of quadratically integrable systems with velocity dependent potentials: non-subgroup type cases, Eur. Phys. J. Plus, 138 (2023) 845 [DOI] [arXiv]
- O. Kubů and L. Šnobl. Cylindrical first-order superintegrability with complex magnetic fields, J. Math. Phys., 64 (2023) 062101 [DOI] [arXiv]
- O. Kubů, A. Marchesiello and L. Šnobl. New classes of quadratically integrable systems in magnetic fields: The generalized cylindrical and spherical cases, Ann. Phys., 451 (2023) 169264 [DOI] [arXiv]
- O. Kubů, A. Marchesiello and L. Šnobl. Superintegrability of separable systems with magnetic field: the cylindrical case, J. Phys. A: Math. Theor., 54 (2021) 425204 [DOI]
- S. Bertrand, O. Kubů and L. Šnobl. On superintegrability of 3D axially-symmetric non-subgroup-type systems with magnetic fields, J. Phys. A: Math. Theor., 54 (2021) 015201 [DOI] [arXiv]
- O. Kubů and L. Šnobl. Superintegrability and time-dependent integrals, Archivum mathematicum, 55 (2019) 309–318 [DOI]