Tyler Helmuth
Tyler Helmuth
Verified email at durham.ac.uk - Homepage
Title
Cited by
Cited by
Year
Algorithmic Pirogov–Sinai theory
T Helmuth, W Perkins, G Regts
Probability Theory and Related Fields 176 (3), 851-895, 2020
322020
Dynkin isomorphism and Mermin--Wagner theorems for hyperbolic sigma models and recurrence of the two-dimensional vertex-reinforced jump process
R Bauerschmidt, T Helmuth, A Swan
Annals of Probability 47 (5), 3375-3396, 2019
202019
The geometry of random walk isomorphism theorems
R Bauerschmidt, T Helmuth, A Swan
arXiv preprint arXiv:1904.01532, 2019
102019
The continuous-time lace expansion
DC Brydges, T Helmuth, M Holmes
arXiv preprint arXiv:1905.09605, 2019
92019
Efficient sampling and counting algorithms for the Potts model on ℤᵈ at all temperatures
C Borgs, J Chayes, T Helmuth, W Perkins, P Tetali
Proceedings of the 52nd Annual ACM SIGACT Symposium on Theory of Computing …, 2020
8*2020
Loop-weighted walk
T Helmuth
Annales de l’Institut Henri Poincaré D 3 (1), 55-119, 2016
82016
Self-attracting self-avoiding walk
A Hammond, T Helmuth
Probability Theory and Related Fields 175 (3), 677-719, 2019
6*2019
Correlation decay for hard spheres via Markov chains
T Helmuth, W Perkins, S Petti
arXiv preprint arXiv:2001.05323, 2020
52020
Ising model observables and non-backtracking walks
T Helmuth
Journal of Mathematical Physics 55 (8), 083304, 2014
52014
Random spanning forests and hyperbolic symmetry
R Bauerschmidt, N Crawford, T Helmuth, A Swan
Communications in Mathematical Physics, 1-39, 2020
32020
Dimensional reduction for generalized continuum polymers
T Helmuth
Journal of Statistical Physics 165 (1), 24-43, 2016
22016
One-dimensional magnetotelluric inversion with radiation boundary conditions
T Helmuth, R Spiteri, J Szmigielski
Can. Appl. Math. Q. 15 (4), 419-445, 2007
22007
Loop-erased random walk as a spin system observable
T Helmuth, A Shapira
Journal of Statistical Physics 181 (4), 1306-1322, 2020
12020
Finite-size scaling, phase coexistence, and algorithms for the random cluster model on random graphs
T Helmuth, M Jenssen, W Perkins
arXiv preprint arXiv:2006.11580, 2020
2020
Efficient Algorithms for Approximating Quantum Partition Functions
RL Mann, T Helmuth
arXiv preprint arXiv:2004.11568, 2020
2020
Heaps, graphical models, and random walk representations
T Helmuth
University of British Columbia, 2014
2014
Two rolling disks or spheres
GW Patrick, T Helmuth
Discrete & Continuous Dynamical Systems-S 3 (1), 129-140, 2009
2009
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Articles 1–17