VFEnglish Version Julian Tugaut

Professeur des Universités
Université Jean Monnet

Sommaire

  1. 1. Articles publiés ou à paraître
  2. 2. Articles soumis
  3. 3. Articles en rédaction
  4. 4. Autres

Articles publiés ou à paraître

  1. 34. On the steady states for the granular media equation: existence, local uniqueness, local stability and rate of convergence,
    À paraître dans Stochastics, , Article. (21 pages).

  2. 33. Measure-dependent non-linear diffusions with superlinear drifts: asymptotic behaviour of the first exit-times,
    Electronic Journal of Probability, Article, avec Ashot Aleksian. MR4822659. (31 pages).

  3. 32. Granular media equation with double-wells external landscape: limiting steady state,
    Comptes Rendus de l'Académie des Sciences, Article. MR4805505. (4 pages).

  4. 31. Self-interacting diffusions: long-time behaviour and exit-problem in the uniformly convex case,
    ESAIM Probability and statistics, Article,
    avec Ashot Aleksian, Pierre Del Moral et Aline Kurtzmann. MR4707472. (22 pages).

  5. 30. Reducing exit-times of diffusions with repulsive interactions,
    ESAIM Probability and statistics, Article,
    avec Paul-Eric Chaudru de Raynal, Hong Duonglogo de firefox, Pierre Monmarchélogo de firefox et Milica Tomaševićlogo de firefox, 2023. MR4621420. (26 pages).

  6. 29. Large Deviations and Exit-times for reflected McKean-Vlasov equations with self-stabilizing terms and superlinear drifts,
    Stochastic Processes and their Applications, Article,
    avec Daniel Adams, Gonçalo dos Reis, Romain Ravaille et William Salkeld, 2022. MR4374937 . (47 pages).

  7. 28. Captivity of the solution to the granular media equation,
    Kinetic and Related Models, Article,
    2021. MR4251943. (11 pages).

  8. 27. Exit-time of mean-field particles system,
    ESAIM Probability and statistics, Article,
    2020. MR4153635. (9 pages).

  9. 26. Coupled McKean-Vlasov diffusions: wellposedness, propagation of chaos and invariant measures,
    Stochastics, Article
    avec Hong Duonglogo de firefox, 2020. MR4139089. (44 pages).

  10. 25. A simple proof of a Kramers'type law for self-stabilizing diffusions in double-wells landscape,
    ALEA, Articlelogo de pdf,
    2019. MR3932906. (11 pages).

  11. 24. Freidlin-Wentzell LDPs in path space for McKean-Vlasov equations and the Functional Iterated Logarithm law,
    The Annals of Applied Probability, Article
    avec Gonçalo dos Reis et William Salkeld, 2019. MR3914550. (54 pages).

  12. 23. Exit-time of granular media equation starting in a local minimum,
    Communications On Stochastic Analysis, Article,
    2018. MR3843908. (6 pages).

  13. 22. Uniform propagation of chaos and creation of chaos for a class of nonlinear diffusions,
    Stochastic Analysis and Applications, Articlelogo de pdf
    avec Pierre Del Moral. 2019. MR4020054. (30 pages).

  14. 21. On the stability and the concentration of extended Kalman-Bucy filters,
    Electronic Journal of Probability, Article
    avec Pierre Del Moral et Aline Kurtzmann, 2018. MR3858919. (30 pages).

  15. 20. Convergence in Wasserstein distance for a self-stabilizing diffusion in a double-wells landscape,
    Comptes Rendus de l'Académie des Sciences, Article,
    2018. MR3806895. (4 pages).

  16. 19. The Vlasov-Fokker-Planck equation in non-convex landscape: convergence to equilibrium,
    Electronic Communications in Probability, Article
    avec Hong Duonglogo de firefox, 2018. MR3779816. (10 pages).

  17. 18. Finiteness of entropy for granular media equations,
    Probability and Mathematical Statistics, Articlelogo de PDF,
    2019. MR3964384. (9 pages).

  18. 17. Uniform propagation of chaos properties of Ensemble Kalman-Bucy particle filters,
    The Annals of Applied Probability, Article
    avec Pierre Del Moral, 2018. MR3784489. (61 pages).

  19. 16. On the stability and the uniform propagation of chaos of a class of extended ensemble Kalman-Bucy filters,
    SIAM Journal on Control and Optimization, Article
    avec Pierre Del Moral et Aline Kurtzmann, 2017. MR3597159. (37 pages).

  20. 15. Exit problem of McKean-Vlasov diffusion in double-wells landscape,
    Journal of Theoretical Probability, Article,
    2018. MR3803922. (11 pages).

  21. 14. Mean-Field limit versus small-noise limit for some interacting particle systems,
    Communications on Stochastic Analysis, Article
    avec Samuel Herrmann, 2016. MR3619712. (17 pages).

  22. 13. A simple proof of a Kramers'type law for self-stabilizing diffusions,
    Electronic Communications in Probability, Article,
    2016. MR3485380. (7 pages).

  23. 12. Exponential rate of convergence independent from the dimension in a mean-field system of particles,
    Probability and Mathematical Statistics, Articlelogo de pdf
    avec Bartłomiej Dyda, 2017. MR3652205. (17 pages).

  24. 11. Stationary measures of the Vlasov-Fokker-Planck equation: existence, characterization and phase-transition,
    Applied Mathematics Letters, Article
    avec Hong Duonglogo de firefox, 2015. MR3416384. (8 pages).

  25. 10. Captivity of mean-field particle systems and the related exit problems,
    Probability and Mathematical Statistics, Article,
    2015. MR3355587. (17 pages)

  26. 09. Self-stabilizing processes in multi-wells landscape in \(\mathbb{R}^d\) - Convergence,
    Stochastic Processes and their Applications, Article,
    2013. MR3027901. (22 pages)

  27. 08. Phase transitions of McKean-Vlasov processes in double-wells landscape,
    Stochastics, Article,
    2013. MR3180036. (28 pages)

  28. 07. Exit problem of McKean-Vlasov diffusions in convex landscape
    Electronic Journal of Probability, Article,
    2012. MR2981901. (26 pages)

  29. 06. Self-stabilizing processes in multi-wells landscape in \(\mathbb{R}^d\) - Invariant probabilities,
    Journal of Theoretical Probability, Article,
    2012. MR3174216. (23 pages)

  30. 05. McKean-Vlasov diffusions: from the synchronization to the asynchronization,
    Comptes Rendus de l'Académie des Sciences, Article,
    2011. MR2838249. (4 pages)

  31. 04. Convergence to the equilibria for self-stabilizing processes in double-well landscape,
    The Annals of Probability, Article,
    2013. MR3098681. (34 pages)

  32. 03. Self-stabilizing processes: uniqueness problem for stationary measures and convergence rate in the small noise limit,
    ESAIM Probability and statistics, Article
    avec Samuel Herrmannlogo de firefox, 2012. MR2956576. (29 pages)

  33. 02. Stationary measures for self-stabilizing diffusions: asymptotic analysis in the small noise limit,
    Electronic Journal of Probability, Article
    avec Samuel Herrmannlogo de firefox, 2010. MR2745727. (30 pages)

  34. 01. Non uniqueness of stationary measures for self-stabilizing diffusions,
    Stochastic Processes and their Applications, Article
    avec Samuel Herrmannlogo de firefox, 2010. MR2639745. (32 pages)
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Articles soumis

  1. 35. Exit-problem for a class of non-Markov processes with path dependency,
    Prépublication,
    avec Ashot Aleksian et Aline Kurtzmann, (48 pages).

  2. 36. Multi-species McKean-Vlasov dynamics in non-convex landscapes,
    Prépublication,
    avec Hong Duonglogo de firefox et Grigorios Pavliotislogo de firefox, (44 pages).
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Articles en rédaction

  1. 37. A Kramers' type law for the first collision-time of two self-stabilizing diffusions and of their particle approximations,
    Rédaction en cours,
    avec Jean-François Jabir, (44 pages).

  2. 38. Competition between common noise and idiosyncratic noise in the small-noise limit for Ornstein-Uhlenbeck McKean-Vlasov diffusions,
    Rédaction en cours,
    avec Paul-Eric Chaudru de Raynal, (19 pages).
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Autres

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