Publications

Preprints

• [21] Two dimensional dimers beyond planarity
  L. Taggi and W. Wu
  Preprint: arXiv:2312.16911 (2023)

• [20]  Law of large numbers for an elementary model for self-organised criticality
  A. A. Jàrai, C. Mönch, L. Taggi
  Preprint: arXiv 2304.10169 (2023)
  
  

Published or accepted

• [19] Coexistence, enhancements and short loops in random walk loop soups
  N. Forien, M. Quattropani, A. Quitmann, and L. Taggi
  Accepted for publication in Probability and Mathematical Physics. Preprint: arXiv 2306.12102 (2023)

• [18]: Prudent walk in dimension six and higher
  M. Heydenreich, L. Taggi, N. Torri
  Accepted for publication in Annales de l'Institut Henri Poincarè: Probabilty and Statistics (2024).
  Preprint:  arXiv 2210.03174.

• [17]: Essential enhancements in Abelian networks: continuity and uniform strict monotonicity
  L. Taggi,  Annals of Probability 2023, Vol. 51, No. 6, 2243-2264
  Preprint: arXiv 2003.00932.

• [16]: Macroscopic loops in the 3d double dimer model
  A. Quitmann, L. Taggi, Electronic Communications in Probabillity, Vol. 28, paper no. 31, 1-12 (2023)
  Preprint:  arXiv 2206.08284.

• [15]: Macroscopic loops in the Bose gas, Spin O(N) and related models
  A. Quitmann, L. Taggi, Communications in Mathematical Physics, 400, 2081–2136 (2023)
  Preprint: arXiv 2201.04047

• [14]: Exponential decay of transverse correlations for O(N) spin systems and related models
  B. Lees and L. Taggi. Probability Theory and Related Fields. 180: 1099-1133, DOI: 10.1007/s00440-021-01053-5 (2021).
  Preprint: arXiv 2006.06654.

• [13]: Uniformly positive correlations in the dimer model and macroscopic interacting self-avoiding walk
  L. Taggi. Communications on Pure and Applied Mathematics, Vol 75,  Issue 6, 1183-1236 (2022). 
  Preprint: arXiv 1909.06558.

• [12]: Site monotonicity for reflection positive measures with applications to quantum spin systems
  B. Lees and L. Taggi, Journal of Statistical Physics  (2021). DOI:  10.1007/s10955-021-02778-2
  Preprint: arXiv: 2002.12666.

• [11]: Abelian oil and water dynamics does not have an absorbing-state phase transition
  E. Candellero, A. Stauffer and L. Taggi. Transactions of the American Mathematical Society, Vol 347, No 4, pp. 2733-2752 (2021).
  Preprint: arXiv 1901.08425.

• [10]: Site monotonicity and uniform positivity for interacting random walks and the spin O(N) model with arbitrary N
  B. Lees and L. Taggi. Communications in Mathematical Physics, Vol 376,  (2020) 487-520.
  Preprint: arXiv 1902.07252.

• [9]: Interacting self-avoiding polygons
  V. Betz, H. Schäfer, L. Taggi. Annales de l'Institut Henri Poincaré (B): Probability and Statistics, Vol 56, No 2, 1321-13135 (2020).
  Preprint: arXiv 1805.08517.

• [8]: Active phase for activated random walks on Zd, d ≥ 3, with density less than one and arbitrary sleeping rate
  L. Taggi. Annales de l'Institut Henri Poincaré (B):  Probability and Statistics, Vol 55, No 3, Pag 1751-1764 (2019).
  Preprint: arXiv 1712.05292.

• [7]: Shifted critical threshold in the loop O(n) model at arbitrarily small n
  L. Taggi. Electronic Communications in Probability, Vol 23, No 96, Pag 1-9 (2018).
  Preprint: arXiv 1806.09360.

• [6]: Scaling limit of ballistic self-avoiding walk interacting with spatial random permutations
  V. Betz and L. Taggi. Electronic Journal of Probability, Vol 24, No 74, Pag 1-37, (2019).
  Preprint: arXiv: 1612.07234

• [5]: Critical density of activated random walks on transitive graphs
  A. Stauffer and L. Taggi. Annals of Probability, Vol 46, No 4, Pag 2190-2220 (2018).
  Preprint: arXiv 1512.02397.

• [4]: Absorbing-state phase transition in biased Activated Random Walk
  L. Taggi. Electronic Journal of Probability, Vol 21, No 13, (2016).
  Preprint: arXiv 1403.1986.

• [3]: Convergence Time of Probabilistic Cellular Automata
  L. Taggi. Book chapter in Probabilistic Cellular Automata - Theory, Applications and Future Perspectives (editors:  F. Nardi and  P-Y Louis), pp 179-196, Book Series: Emerg. Complex. Comput., 27, Springer Cham  (2018).

• [2]: Critical Probabilities and Convergence Time of Percolation Probabilistic Cellular Automata
  L. Taggi. Journal of Statistical Physics, Vol 159, No 4, Page 853-892 (2015).
  Preprint: arXiv: 1312.6990.

• [1]: Dynamical correlations in the Escape Strategy of Influenza A virus
  L. Taggi, F. Colaiori, V. Loreto, F. Tria. Europhysics Letters, Vol 101, No 68003 (2013). 
  Preprint: arXiv: 1305.3418.