⬅️ Back to Home

Publication list: peer-reviewed papers and book chapters

Peer-reviewed papers

  1. A. Caliman, J. Daquin, A.S. Libert, “Improved detection of chaos with Lagrangian descriptors using differential algebra,” Physica D: Nonlinear Phenomena, 472 (2025).
  2. M. Romano, T. Carletti, J. Daquin, “The Resident Space Objects Network: A Complex System Approach for Shaping Space Sustainability,” The Journal of the Astronautical Sciences (2024).

    (2025) Selected as "Editor's choice" for original, high-quality research contribution that is of wide interest within the astrodynamics and spaceflight mechanics communities.

  3. J. Daquin, C. Charalambous, “Detection of separatrices and chaotic seas based on orbit amplitudes,” Celestial Mechanics and Dynamical Astronomy, 135, 31 (2023).
  4. J. Daquin, R. Pédenon-Orlanducci, M. Agaoglou, G. Guarcia-Sanchez, A.M. Mancho, “Global dynamics visualisation from Lagrangian Descriptors. Applications to discrete and continuous systems,” Physica D: Nonlinear Phenomena, 442 (2022).
  5. J. Daquin, E. Legnaro, I. Gkolias, C. Efthymiopolous, “A deep dive into the 2g + h resonance: separatrices, manifolds and phase space structure of navigation satellites,” Celestial Mechanics and Dynamical Astronomy, 134 (2022).
  6. J. Daquin, E.M. Alessi, J. O’Leary, A. Lemaitre, A. Buzzoni, “Dynamical properties of the Molniya satellite constellation: long-term evolution of the semi-major axis,” Nonlinear Dynamics, 105, pp. 2081–2103 (2021).
  7. E.M. Alessi, A. Buzzoni, J. Daquin et al., “Dynamical properties of the Molniya satellite constellation: long-term evolution of orbital eccentricity,” Acta Astronautica, 179, pp. 659–669 (2021).
  8. S. Di Ruzza, J. Daquin, G. Pinzari, “Symbolic dynamics in a binary asteroid system,” Communications in Nonlinear Science and Numerical Simulation, 91 (2020).
  9. I. Gkolias, J. Daquin, D.S. Skoulidou et al., “Chaotic transport of navigation satellites,” Chaos: An Interdisciplinary Journal of Nonlinear Science, 29, pp. 101–106 (2019).
  10. J. Daquin, A.J. Rosengren, I. Gkolias, “Drift and its mediation in terrestrial orbits,” Frontiers in Applied Mathematics and Statistics – Dynamical Systems, 4:35 (2018).
  11. A.J. Rosengren, J. Daquin, K. Tsiganis, E.M. Alessi, F. Deleflie, A. Rossi, G.B. Valsecchi, “Galileo disposal strategy: stability, chaos and predictability,” Monthly Notices of the Royal Astronomical Society, 464(4), pp. 4063–4076 (2017).
  12. I. Gkolias, J. Daquin, F. Gachet, A.J. Rosengren, “From order to chaos in Earth satellite orbits,” The Astronomical Journal, 152, pp. 335–366 (2016).
  13. J. Daquin, A.J. Rosengren, E.M. Alessi, F. Deleflie, G.B. Valsecchi, A. Rossi, “The dynamical structure of the MEO region: long-term stability, chaos and transport,” Celestial Mechanics and Dynamical Astronomy, 124, pp. 335–366 (2016).

    (2018) Featured in Nature 561, 24-26 (2018), The quest to conquer Earth's space junk problem by Alexandra Witze.

    (2017) Awarded during the CELMEC VII conference for the best original research paper on Celestial Mechanics and Astrodynamics.

    (2016) Nominated by Springer-Nature as one of the `180 groundbreaking articles that could help change the world!'' for A fundamental contribution to understanding the background of complex resonances and chaotic motion in the space occupied by the orbits of Global Navigation Satellites.''

  14. E.M. Alessi, F. Deleflie, A.J. Rosengren, A. Rossi, G.B. Valsecchi, J. Daquin, K. Merz, “A Numerical Investigation on the Eccentricity Growth of GNSS Disposal Orbits,” Celestial Mechanics and Dynamical Astronomy, 125, pp. 71–90 (2016).
  15. J. Daquin, F. Deleflie, J. Pérez, “Comparison of mean and osculating stability in the vicinity of the (2 : 1) tesseral resonant surface,” Acta Astronautica, 111 (2015).
  16. E.M. Alessi, A. Rossi, G.B. Valsecchi, L. Anselmo, C. Pardini, C. Colombo, H.G. Lewis, J. Daquin, F. Deleflie, M. Vasile, F. Zuiani, K. Merz, “Effectiveness of GNSS disposal strategies,” Acta Astronautica, 99 (2014).

Peer-reviewed book chapters

  1. J. Daquin, “Lagrangian Descriptors and their use for deterministic chaos,” Proceedings of the International Astronomical Union, 18, S382, 80--85 (2022) Cambridge University Press, IAU Symposium 382
  2. R. Pédenon-Orlanducci, T. Carletti, A. Lemaitre, J. Daquin, “Geometric parametrisation of Lagrangian Descriptors for 1 degree-of-freedom systems,” in C. M. A. Pinto (ed.), Mathematical Modelling of Real-World Problems, Nonlinear Dynamics and Complexity 36, Springer (2022).
  3. J. Daquin, S. Di Ruzza, G. Pinzari (2022), “A New Analysis of the Three-Body Problem,” in G. Baù, S. Di Ruzza, R.I. Páez, T. Penati, M. Sansottera (eds), New Frontiers of Celestial Mechanics: Theory and Applications, I-CELMECH 2020, Springer Proceedings in Mathematics & Statistics, vol. 399, Springer, Cham.
  4. J. Daquin, A.J. Rosengren, K. Tsiganis, “Diffusive chaos in navigation satellites orbits,” in G. Boedec, C. Eloy, X. Leoncini (eds), Chaos, Complexity and Transport, Proceedings of CCT’15, World Scientific (2017).