Nikos Kallinikos Teaching Fellow   Office: C0.17 Phone: +44 (0)24 765 73626 Email: nikos dot kallinikos at warwick dot ac dot uk

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Teaching Responsibilities 2024/25

• mathsXchange: Drop-in sessions for Year 2 core modules
• Year 2 Consolidation
• MA265 Methods of Mathematical Modelling 3 - Support Class

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Research Interests

Mathematical Physics, Nonlinear Dynamics, Theoretical Mechanics, in particular:

• Symmetry & Group Methods of Differential Equations
• Hamiltonian & Lagrangian Systems, Geometrical Mechanics
• Integrable Systems, Soliton Equations
• Plasma Physics, Magnetic Geometry & Confinement

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Publications

1. Burby J., Kallinikos N., MacKay R., Perrella D. & Pfefferle D. (2024), Characterization of admissible
   quasisymmetries, arXiv: 2403.03352 (accepted to J. Plasma Phys.)
2. Kallinikos N., MacKay R. & Martinez-del-Rio D. (2023), Regions without flux surfaces of given class for
   magnetic fields in toroidal geometry, Plasma Phys. & Control. Fusion 65, 095021 linkLink opens in a new window
3. Kallinikos N., MacKay R. & Syndercombe T. (2022), Regions without invariant tori of given class for the
   planar circular restricted three-body problem, Physica D 434, 133216 linkLink opens in a new window
4. Burby J., Kallinikos N. & MacKay R. (2021), Approximate symmetries of guiding-centre motion, J. Phys.
   A: Math. Theor. 54, 125202 linkLink opens in a new window
5. Burby J., Kallinikos N. & MacKay R. (2020), Generalized Grad-Shafranov equation for non-axisymmetric
   MHD equilibria, Phys. Plasmas 27, 102504 linkLink opens in a new window
6. Burby J., Kallinikos N. & MacKay R. (2020), Some mathematics for quasi-symmetry, J. Math. Phys. 61,
   093503 linkLink opens in a new window | Maths Department Post-Doctoral Research Prize, University of Warwick
7. Kallinikos N. (2017), Group classification of charged particle motion in stationary electromagnetic fields,
   J. Math. Phys. 58, 113506 linkLink opens in a new window
8. Kallinikos N., Isliker H., Vlahos L. & Meletlidou E. (2014), Integrable perturbed magnetic fields in toroidal
   geometry: An exact analytical flux surface label for large aspect ratio, Phys. Plasmas 21, 064504 linkLink opens in a new window
9. Kallinikos N. & Meletlidou E. (2013), Symmetries of charged particle motion under time-independent
   electromagnetic fields, J. Phys. A: Math. Theor. 46, 305202 linkLink opens in a new window