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Department of Statistics

Dr Daniel Valesin

I am a Reader in Probability in the Department of Statistics. I am interested in several topics in probability theory, and have worked on interacting particle systems, percolation theory and random graphs.

Preprints

  1. C. Hirsch, D. Valesin. Face and cycle percolation. arXiv preprint arXiv:2212.06243 (2022).
  2. A. G. Casanova, A. Tóbiás, D. Valesin. Scaling limit of an adaptive contact process. arXiv preprint arXiv:2207.03455 (2022).
  3. G. L. Baptista da Silva, R. I. Oliveira, D. Valesin. The contact process over a dynamical d-regular graph. arXiv preprint arXiv:2111.11757 (2021).
  4. C. Coletti, L. R. de Lima, A. Hinsen, B. Jahnel, D. Valesin. Limiting shape for first-passage percolation models on random geometric graphs. arXiv preprint arXiv:2109.07813 (2021).
  5. C. Alves, R. Ribeiro, D. Valesin. Asymptotic results of a multiple-entry reinforcement process. arXiv preprint arXiv:1908.10260 (2019).

Publications

  1. B. N. B. de Lima, R. Szabó, D. Valesin. Multirange percolation on oriented trees: Critical curve and limit behavior. Random Structures & Algorithms 62, no. 2 (2023): 519-541.
  2. M. Hilário, D. Ungaretti, D. Valesin, M. E. Vares. Results on the contact process with dynamic edges or under renewals. Electronic Journal of Probability 27 (2022): 1-31.
  3. C. da Costa, B. F. P. da Costa, D. Valesin. Reaction–Diffusion Models for a Class of Infinite-Dimensional Nonlinear Stochastic Differential Equations. Journal of Theoretical Probability (2022): 1-29.
  4. A. Linker, D. Mitsche, B. Schapira, D. Valesin. The contact process on random hyperbolic graphs: metastability and critical exponents. The Annals of Probability 49(3) (2021): 1480-1512.
  5. S. A. Bethuelsen, G. L. B. da Silva, D. Valesin. Graph constructions for the contact process with a prescribed critical rate. Journal of Theoretical Probability (2021), pp.1-31.
  6. B. Schapira, D. Valesin. Exponential rate for the contact process extinction time. Accepted for publication in Annales de la Faculté des Sciences de Toulouse: Mathématiques Vol. 30(3) (2021), pp. 503-526.
  7. E. O. Endo, D. Valesin. Local limits of spatial Gibbs random graphs. ALEA 17, 51-63 (2020).
  8. R. Szabó, D. Valesin. Inhomogeneous percolation on ladder graphs. Journal of Theoretical Probability (2019): 1-19.
  9. B. N. B. de Lima, L. T. Rolla, D. Valesin. Monotonicity and phase diagram for multirange percolation on oriented trees. Random Structures & Algorithms 55, no. 1 (2019): 160-172.
  10. T. Mountford, P.L.B. Pantoja, D. Valesin. The asymmetric multitype contact process. Stochastic Processes and their Applications 129, no. 8 (2019): 2783-2820.
  11. M. Heydenreich, C. Hirsch, D. Valesin. Uniformity of hitting times of the contact process. ALEA 15, 233-245 (2018).
  12. J-C. Mourrat, D. Valesin. Spatial Gibbs random graphs. The Annals of Applied Probability 28, no. 2 (2018): 751-789.
  13. E. Andjel, T. Mountford, D. Valesin. Equilibrium of the interface of the grass-bushes-trees process. Bernoulli 24, no. 3 (2018): 2256-2277.
  14. C. Alves, M. R. Hilário, B.N.B. de Lima, D. Valesin. A note on truncated long-range percolation with heavy tails on oriented graphs. Journal of Statistical Physics 169, no. 5 (2017): 972-980.
  15. B. Ráth, D. Valesin. On the threshold of spread-out voter model percolation. Electronic Communications in Probability 22 (2017).
  16. B. Ráth, D. Valesin. Percolation on the stationary distributions of the voter model. The Annals of Probability 45, no. 3 (2017): 1899-1951.
  17. A. Levit, D. Valesin. Improved asymptotic estimates for the contact process with stirring. Brazilian Journal of Probability and Statistics 31, no.2 (2017): 254-274.
  18. B. Schapira, D. Valesin. Extinction time for the contact process on general graphs. Probability Theory and Related Fields 169, no. 3-4 (2017): 871-899.
  19. R. Szabó, D. Valesin. From survival to extinction of the contact process by the removal of a single edge. Electronic Communications in Probability 21 (2016).
  20. T. Mountford, D. Valesin. Functional central limit theorem for the interface of the symmetric multitype contact process. ALEA 13, no. 1 (2016): 481-519.
  21. T. Mountford, J-C. Mourrat, D. Valesin, Q. Yao. Exponential extinction time of the contact process on finite graphs. Stochastic Processes and their Applications 126, no. 7 (2016): 1974-2013.
  22. J-C. Mourrat, D. Valesin. Phase transition of the contact process on random regular graphs. Electronic Journal of Probability 21 (2016).
  23. A. C. D. van Enter, B.N.B. de Lima, D. Valesin. Truncated long-range percolation on oriented graphs. Journal of Statistical Physics 164, no. 1 (2016): 166-173.
  24. M. Cranston, T. Mountford, J-C. Mourrat, D. Valesin. The contact process on finite homogeneous trees revisited. ALEA 11 (2)(2014): 385408.
  25. T. Mountford, D. Valesin, Q. Yao. Metastable densities for the contact process on power law random graphs. Electronic Journal of Probability 18, no. 103 (2013): 1-36.
  26. T. Mountford, D. Valesin, Supercriticality of an annealed approximation of Boolean networks. Electronic Communications in Probability 8 (2013), paper no. 32.
  27. D. Valesin, Multitype contact process on Z: Extinction and interface. Electronic Journal of Probability 15 (2010).
  28. E. Andjel, T. Mountford, L. P. R. Pimentel, D. Valesin, Tightness for the interface of the one-dimensional contact process. Bernoulli (2010): 909-925.

Contact

Dr Daniel Valesin
Dept of Statistics
University of Warwick
Coventry, CV4 7AL
United Kingdom

Email

Office

MSB 2.02