Site monotonicity and uniform positivity for interacting random walks and the spin O (N) model with arbitrary N B Lees, L Taggi
Communications in Mathematical Physics 376 (1), 487-520, 2020
11 2020 Existence of Néel order in the S= 1 bilinear-biquadratic Heisenberg model via random loops B Lees
Communications in Mathematical Physics 347 (1), 83-101, 2016
9 2016 The interchange process with reversals on the complete graph JE Björnberg, M Kotowski, B Lees, P Miłoś
Electronic Journal of Probability 24, 1-43, 2019
8 2019 Phase transition for loop representations of quantum spin systems on trees V Betz, J Ehlert, B Lees
Journal of Mathematical Physics 59 (11), 113302, 2018
7 2018 Correlation inequalities for the quantum XY model C Benassi, B Lees, D Ueltschi
Journal of Statistical Physics 164 (5), 1157-1166, 2016
6 2016 Exponential decay of transverse correlations for O (N) spin systems and related models B Lees, L Taggi
Probability Theory and Related Fields 180 (3), 1099-1133, 2021
5 * 2021 Long-range order for the spin-1 Heisenberg model with a small antiferromagnetic interaction B Lees
Journal of Mathematical Physics 55 (9), 093303, 2014
5 2014 Correlation inequalities for classical and quantum XY models C Benassi, B Lees, D Ueltschi
Advances in Quantum Mechanics, 15-31, 2017
4 2017 Site-monotonicity properties for reflection positive measures with applications to quantum spin systems B Lees, L Taggi
Journal of Statistical Physics 183 (3), 1-13, 2021
3 2021 Griffiths inequalities for the B Lees
arXiv preprint arXiv:2205.12928, 2022
1 2022 Sharp phase transition for random loop models on trees V Betz, J Ehlert, B Lees, L Roth
Electronic Journal of Probability 26, 1-26, 2021
1 * 2021 Correlation inequalities for the uniform 8-vertex model and the toric code model JE Björnberg, B Lees
arXiv preprint arXiv:2201.00176, 2022
2022 Staggered long-range order for diluted quantum spin models R Kotecký, B Lees
Journal of Statistical Physics 175 (5), 972-986, 2019
2019 Quantum spin systems, probabilistic representations and phase transitions BT Lees
University of Warwick, 2016
2016 The Spin 1 SU (2)-invariant model B Lees
2014 
Lorenzo TaggiSapienza Università di RomaZweryfikowany adres z uniroma1.it
