Publicaties
2026
Wetenschappelijke publicaties
van Leeuwen, T. J., & Ruszel, W. M. (2026). Complex Abstract Wiener Spaces. Mathematical Physics Analysis and Geometry, 29(1), Article 4. [DOI]
2025
Wetenschappelijke publicaties
Coppini, F., & Ruszel, W. (2025). Central limit theorems for non-linear functionals of Gaussian fields via Wiener chaos decomposition. arXiv. [DOI]
Jacquier, V., & Ruszel, W. (2025). Emergence of metastability on the hyperbolic lattice: Effects of boundary conditions. arXiv. [DOI]
Adame-Carrillo, D., & Ruszel, W. (2025). he fermionic DGFF and its scaling limit logCFT. arXiv. [DOI]
Coppini, F., Ruszel, W., & Schuricht, D. (2025). Wick theorem for analytic functions of Gaussian fields, arXiv. [DOI]
D'Achille, M., Jacquier, V., & Ruszel, W. (2025). On minimal shapes and isoperimetric constants in hyperbolic lattices. arXiv. [DOI]
2024
Wetenschappelijke publicaties
Crawford, N., & Ruszel, W. M. (2024). Random field induced order in two dimensions. Annales de l'institut Henri Poincare (B) Probability and Statistics, 60(1), 242-280. [DOI]
Chiarini, L., & Ruszel, W. M. (2024). Stochastic Homogenization of Gaussian Fields on Random Media. Annales Henri Poincare, 25(3), 1869–1895. [DOI] [Repository]
2023
Wetenschappelijke publicaties
Chiarini Medeiros, L., Cipriani, A., Rapoport, A., & Ruszel, W. (2023). Fermionic Gaussian free field structure in the Abelian sandpile model and uniform spanning tree. (arXiv). arXiv. [DOI] [Repository]
Chiarini Medeiros, L., Jara, M., & Ruszel, W. (2023). Fractional Edgeworth expansions for one-dimensional heavy-tailed random variables and applications. Electronic Journal of Probability, 28, 1-42. Article 108. [DOI] [Repository]
Cipriani, A., Hazra, R. S., Rapoport, A., & Ruszel, W. M. (2023). Properties of the Gradient Squared of the Discrete Gaussian Free Field. Journal of Statistical Physics, 190(11), Article 171. [DOI] [Repository]
2022
Wetenschappelijke publicaties
Ruszel, W., & Thacker, D. (2022). Positive reinforced generalized time-dependent Pólya urns via stochastic approximation. (pp. 1-22). arXiv. [DOI] [Repository]
2021
Wetenschappelijke publicaties
Crawford, N., & Ruszel, W. (2021). Random field induced order in two dimensions. (pp. 1-37). arXiv. [DOI] [Repository]
Chiarini Medeiros, L., Jara, M., & Ruszel, W. (2021). Constructing fractional Gaussian fields from long-range divisible sandpiles on the torus. Stochastic Processes and their Applications, 140, 147-182. [DOI] [Repository]
2020
Wetenschappelijke publicaties
Jarai, A., Ruszel, W. M., & Saada, E. (2020). Mean-field avalanche size exponent for sandpiles on Galton-Watson trees. Probability Theory and Related Fields, 177, 369-396. [DOI] [Repository]
Cipriani, A., de Graaff, J., & Ruszel, W. M. (2020). Scaling limits in divisible sandpiles: a Fourier multiplier approach. Journal of Theoretical Probability, 33, 2061–2088. [DOI]
Ruszel, W. M. (2020). Odometers of Divisible Sandpile Models: Scaling Limits, iDLA and Obstacle Problems. A Survey. Markov Processes and Related Fields, 26(1), 125. http://math-mprf.org/journal/articles/id1567/
2019
Wetenschappelijke publicaties
Bissacot, R., Endo, E., van Enter, A. C. D., Kimura, B., Le Ny, A., & Ruszel, W. M. (2019). Dyson models under renormalization and in weak fields. In Sojourns in probability theory and statistical physics: I. Spin glasses and statistical mechanics : festschrift for Charles M. Newman (Vol. 1, pp. 123-137). (Springer proceedings in mathematics & statistics; Vol. 298). Springer. [DOI]
van Enter, A. C. D., Kimura, B., Ruszel, W., & Spitoni, C. (2019). Nucleation for One-Dimensional Long-Range Ising Models. Journal of Statistical Physics, 174(6), 1327–1345. [DOI] [Repository]
2018
Wetenschappelijke publicaties
Cipriani, A., Hazra, R., & Ruszel, W. M. (2018). The divisible sandpile with heavy-tailed variables. Stochastic Processes and their Applications, 128(9), 3054-3081. [DOI]
Bissacot, Endo, van Enter, A. C. D., Kimura, B., & Ruszel, W. M. (2018). Contour methods for Dyson models: Weakening nearest-neighbour interactions and adding decaying fields. Annales Henri Poincare, 19(8), 2557-2574. [DOI]
Kimura, B., Ruszel, W. M., & Spitoni, C. (2018). Ergodicity versus non-ergodicity for Probabilistic Cellular Automata on rooted trees. Markov Processes and Related Fields, 25(2), 189-216. [DOI] [Repository]
Wang, H., Qu, Jiao, & Ruszel, W. M. (2018). Self-avoiding pruning random walk on signed network. New Journal of Physics, 21, Article 035001. [DOI] [Repository]
Redig, F., Ruszel, W. M., & Saada, E. (2018). Non-criticality criteria for Abelian sandpile models with sources and sinks. Journal of Mathematical Physics, 59(6), Article 063302 . [DOI]
Coquille, L., van Enter, A. C. D., Le Ny, A., & Ruszel, W. M. (2018). Absence of Dobrushin states for 2d long-range Ising models. Journal of Statistical Physics, 172(5), 1210-1222. [DOI]
2017
Wetenschappelijke publicaties
Cipriani, A., Hazra, R., & Ruszel, W. M. (2017). Scaling limit of the odometer in divisible sandpiles. Probability Theory and Related Fields, 172(3-4), 829-868. [DOI] [Repository]
2016
Wetenschappelijke publicaties
van der Hofstad, R., Holmes, M., Kuznetsov, & Ruszel, W. M. (2016). Strongly reinforced Polya urns with graph-based competition. Annals of Applied Probability, 26(4), 2494-2539. [DOI] [Repository]
Collet, F., & Ruszel, W. M. (2016). Synchronization and Spin-Flop Transitions for a Mean-Field XY Model in Random Field. Journal of Statistical Physics, 164(3), 645-666. [DOI] [Repository]
2015
Wetenschappelijke publicaties
Redig, F., & Ruszel, W. (2015). Multilinearity of two-point correlation functions in one-dimensional models out of equilibrium. Journal of Physics A.
2014
Wetenschappelijke publicaties
Cirillo, P., Redig, F., & Ruszel, W. M. (2014). Duality and stationary distributions of wealth distribution models. Journal of Physics A.
Roelly, S., & Ruszel, W. M. (2014). Propagation of Gibbsianness for infinite-dimensional diffusions with space-time interaction. Markov Processes and Related Fields.
Cirillo, E. N. M., Louis, P. Y., Ruszel, W. M., & Spitoni, C. (2014). Effect of self-interaction on the phase diagram of a Gibbs-like measure derived by a reversible Probabilistic Cellular Automata. Chaos, solitons & fractals, 64, 36-47. [DOI]
2012
Wetenschappelijke publicaties
Redig, F., Ruszel, W. M., & Saada, E. (2012). The Abelian Sandpile Model on a Random Binary Tree. Journal of Statistical Physics, 147, 653–677. [DOI]
2010
Wetenschappelijke publicaties
van Enter, A. C. D., Kuelske, C., Opoku, & Ruszel, W. M. (2010). Gibbs-non-Gibbs properties for n-vector lattice and mean-field models. Brazilian journal of probability and statistics, 24(2), 226-255. [DOI] [Repository]
Redig, F., Roelly, S., & Ruszel, W. M. (2010). Short-time Gibbsianness for Infinite-dimensional Diffusions with Space-Time Interaction. Journal of Statistical Physics, 138(6), 1124-1144. [DOI]
2009
Wetenschappelijke publicaties
van Enter, A. C. D., & Ruszel, W. M. (2009). Gibbsianness versus Non-Gibbsianness of time-evolved planar rotor models. Stochastic Processes and their Applications, 119, 1866–1888. [DOI]
2008
Wetenschappelijke publicaties
van Enter, A. C. D., & Ruszel, W. M. (2008). Loss and recovery of Gibbsianness for XY models in external fields. Journal of Mathematical Physics, 49(12), Article 125208 . [DOI]
Janssen, & Ruszel, W. M. (2008). Motional narrowing in the time-averaging approximation for simulating two-dimensional nonlinear infrared spectra. Journal of Physical Chemistry, 128, Article 214501. [DOI]
2007
Wetenschappelijke publicaties
van Enter, A. C. D., & Ruszel, W. M. (2007). Chaotic temperature dependence at zero temperature. Journal of Statistical Physics, 127(3), 567-573. [DOI] [Repository]