Publications 

All of my papers can be found at arXiv

Recent preprints

• Ornstein-Zernike decay of Wilson line observables in the free phase of the Z2 lattice Higgs model
  24 pages, (2025).  

• A current expansion for Ising lattice gauge theory
  8 pages, (2025). With Fredrik Viklund

• Poisson representations of tree-indexed Markov chains
  30 pages, 7 figures, (2025).

• Pure perimeter law for Wilson line observables
  26 pages, 1 figure, (2024).

Published papers

• Mixing for Poisson representable processes and consequences for the Ising model and contact process
  Accepted for publication in Probability Theory and related fields. 25 pages, (2025). With Stein Andreas Bethuelsen

• Poisson representable processes
  Accepted for publication in Probability Theory and related fields. 39 pages, 2 figures, (2025). With Nina Gantert and Jeffrey E. Steif

• Free energy and quark potential in Ising lattice gauge theory via cluster expansion
  Accepted for publication in International Mathematical Research Notices. 29 pages, 3 figures, (2025). With Fredrik Viklund

• Wilson lines in the lattice Higgs model at strong coupling
  Annals of Applied Probability 35(1): pp. 590-634, (2025). With Jonatan Lenells and Fredrik Viklund

• Wilson lines in the abelian lattice Higgs model
  Communications in Mathematical physics,  Vol. 405, article no. 275, (2024),  53 pages.

• The phase transition of the Marcu-Fredenhagen ratio in the abelian lattice Higgs model
  Electronic Journal of Probability,  29 (2024), article no. 120, 1--36.

• Wilson loops in the abelian lattice Higgs model
  Probability and Mathematical Physics, Vol. 4, No. 2 (2023), 257-329. With Jonatan Lenells and Fredrik Viklund.
  Source code for simulations

• Decay of correlations in finite abelian lattice gauge theories
  Communications in Mathematical Physics, 36 pages, (2022).

• Wilson loops in finite abelian lattice gauge theories.
  Annales de l'Institut Henri Poincaré (B) Probabilités et Statistiques 58(4), pp. 2129-2164, (2022). With Jonatan Lenells and Fredrik Viklund.

• When are sequences of boolean functions tame?
  Electronic Communications in Probability, Vol. 26, paper no. 64, 1-13, (2021).

• A tame sequence of transitive boolean functions.
  Electronic Communications in Probability, Vol. 25, paper no. 83, pp. 1-8, (2020).

• Color representations of Ising models.
  Journal of Theoretical Probability, 33 pages, (2020).

• A formula for hidden regular variation behavior for symmetric stable distributions.
  Extremes 23(4), pp. 667-691, (2020). With Jeffrey Steif.

• Divide and color representations for threshold Gaussian and stable vectors.
  Electronic Journal of Probability, Vol. 25, paper no. 54, 45 pages, (2020). With Jeffrey Steif.

• An analysis of the induced linear operators associated to divide and color models.
  Journal of Theoretical Probability, 18 pages, (2020) With Jeffrey Steif.

• A few surprising integrals.
  Statistics and Probability Letters, Volume 157 , 4 pages, (2020). With Jeffrey Steif.

• Denseness of volatile and nonvolatile sequences of Boolean functions.
  Stochastic Processes and their Applications, Vol. 128, Issue 11 (2018), pp. 3880--3896.

• Monotonicity properties of exclusion sensitivity.
  Electronic Journal of Probability, Vol. 21, 22 pages, (2016), paper no. 45.

• The spectrum and convergence rates of exclusion and interchange processes on the complete graph.
  Journal of Theoretical Probability, Vol. 30, Issue 2 (2017), pp. 639--654. With Johan Jonasson.

• Exact Hausdorff measures of Cantor sets.
  Real analysis exchange, Vol. 39, No. 2 (2013-2014), pp. 367-384.