Luca Avena
Associate professor
- Name
- Dr. L. Avena
- Telephone
- +31 71 527 2727
- l.avena@math.leidenuniv.nl
- ORCID iD
- 0000-0001-7118-9646
Associate professor
- Science
- Mathematisch Instituut
- Mathematisch Instituut
- Avena L., Chino Y., Da Costa C. & Hollander W.T.F. den (2022), Random walk in cooling random environment: recurrence versus transience and mixed fluctuations, Annales de l'Institut Henri Poincaré, Probabilités et Statistiques 58(2): 967-1009.
- Avena L., Güldaş H., Hofstad R. van der, Hollander W.T.F. den & Nagy O. (2022), Linking the mixing times of random walks on static and dynamic random graphs, Stochastic Processes and their Applications 153: 145-182.
- Avena L., Chino Y., Costa C. de & Hollander W.T.F. den (2019), Random walk in cooling random environment: ergodic limits and concentration inequalities, Electronic Journal of Probability 24: 38.
- Avena L., Blondel O. & Faggionato A. (2018), Analysis of random walks in dynamic random environments via L2-perturbations, Stochastic Processes and their Applications 128(10): 3490-3530.
- Avena L., Güldas H., Hofstad R. van der & Hollander W.T.F. den (2018), Mixing times for random walks on dynamic configuration models, Annals of Applied Probability 28(4): 1977-2002.
- Avena L., Jara M. & Voellering F. (2018), Explicit LDP for a slowed RW driven by a symmetric exclusion process, Probability Theory and Related Fields 171(3-4): 865-915.
- Avena L. & Gaudilliere A. (2018), Two applications of random spanning forests, Journal of Theoretical Probability 31(4): 1975-2004.
- Avena L., Blondel O. & Faggionato A. (2016), A class of random walks in reversible dynamic environments: antisymmetry and applications to the east model, Journal of Statistical Physics 165(1): 1-23.
- Avena L., Bolthausen E. & Ritzmann C. (2016), A local CLT for convolution equations with an application to weakly self-avoiding random walks, Annals of Probability 44(1): 206-234.
- Avena L., Franco T., Jara M. & Voellering F. (2015), Symmetric exclusion as a random environment: hydrodynamic limits, Annales de l'Institut Henri Poincaré, Probabilités et Statistiques 51(3): 901-916.
- Avena L., Soares Dos Santos R. & Voellering F. (2013), Transient random walk in symmetric exclusion: limit theorems and an Einstein relation, Alea: Latin American journal of probability and mathematical statistics 10(2): 693-709.
- Avena L. (2012), Symmetric exclusion as a model of non-elliptic dynamical random conductances, Electronic Communications in Probability 17(44): 1-8.
- Avena L. & Thomann P. (2012), Continuity and Anomalous Fluctuations in Random Walks in Dynamic Random Environments: Numerics, Phase Diagrams and Conjectures, Journal of Statistical Physics 147(6): 1041-1067.
- Avena L., Hollander W.T.F. den & Redig F. (2011), Law of large numbers for a class of random walks in dynamic random environments, Electronic Journal of Probability 16(21): 587-617.
- Avena L., Hollander W.T.F. den & Redig F. (2010), Large deviation principle for one-dimensional random walk in dynamic random environment: attractive spin-flips and simple symmetric exclusion, Markov Processes and Related Fields 16: 139-168.
- Avena L. (26 October 2010), Random walks in dynamic random environments (Dissertatie, Faculty of Science, Leiden University). Supervisor(s): Hollander W.T.F. den.