Lucas D’Alimonte

Welcome to my website !

Photo by P. Lammers

About me

I am currently a post-doctoral researcher at LPSM (Sorbonne Université) in Paris, in the group of Piet Lammers.

Prior to that, I did my PhD under the supervision of Ioan Manolescu at the University of Fribourg (Switzerland).

My research mainly focuses on probability theory, with a particular emphasis on the study of statistical mechanics lattice models, such as FK percolation and spin models on the hypercubic lattice.

You can find here a detailed CV.

Feel free to reach out to me at any time!

  • dalimonte@lpsm.paris
  • Bureau 16-26.102, LPSM, Sorbonne Université
    Campus Pierre et Marie Curie
    4, place Jussieu
    75005 Paris
    France.

Prepublications

  1. Near critical Ornstein–Zernike theory for the planar random cluster model. Joint with Ioan Manolescu. 53 pages, 2025, submitted. [pdf, arXiv]
  2. Exact cube-root fluctuations in an area-constrained random walk model. Joint with Romain Panis. 48 pages, 2023, submitted. [pdf, arXiv]

Published articles

  1. Entropic repulsion and scaling limit for a finite number of non-intersecting subcritical FK interfaces. 47 pages, 2024. Electronic Journal of Probability, Vol. 29, paper no. 68, 1-53. [pdf, arXiv, journal version, bibtex]

Notes, other material

  1. Contributions to the phase separation problem and Ornstein–Zernike theory. PhD dissertation, 231 pages, 2024. [pdf]
  2. Propriétés de connectivité du processus de percolation fractale de Mandelbrot. Joint with Maxime Ligonnière. Bachelor thesis, 29 pages (in French). [pdf]

Selected recent talks

I had the pleasure to collaborate with: Ioan Manolescu, Romain Panis