This list consists of works of the consortium directly related to the DIMERS project. It is automatically collected from the HAL open archive and is updated on a daily basis.

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Preprints, working papers…

2024

2023

  • Lattice paths and branched continued fractions III. Generalizations of the Laguerre, rook and Lah polynomials
    Bishal Deb, Alexander Dyachenko, Mathias Pétréolle, Alan D. Sokal
    hal-04354289 BibTeX

  • Boundary correlations for the Z-invariant Ising Model
    Tristan Pham-Mariotti
    hal-04343249 BibTeX

  • Coefficientwise Hankel-total positivity of the Schett polynomials
    Bishal Deb, Alan D. Sokal
    hal-04297025 BibTeX

  • Distances and isoperimetric inequalities in random triangulations of high genus
    Thomas Budzinski, Guillaume Chapuy, Louf Baptiste
    hal-04285094 BibTeX

  • Sampling Random Cycle-Rooted Spanning Forests on Infinite Graphs
    H Constantin
    hal-04182926 BibTeX

  • A determinantal point process approach to scaling and local limits of random Young tableaux
    Jacopo Borga, Cédric Boutillier, Valentin Féray, Pierre-Loïc Méliot
    hal-04171056 BibTeX

  • From point processes to quantum optics and back
    Rémi Bardenet, Alexandre Feller, Jérémie Bouttier, Pascal Degiovanni, Adrien Hardy, Adam Rançon, Benjamin Roussel, Grégory Schehr, Christoph I. Westbrook
    hal-03837697 BibTeX

  • Integrable dynamics in projective geometry via dimers and triple crossing diagram maps on the cylinder
    Niklas Affolter, Terrence George, Sanjay Ramassamy
    hal-03364744 BibTeX

2020

2019

Articles

2024

2023

2022

2021

2020

2019

Theses and Habilitations

  • New universality classes for random integer partitions
    Harriet Walsh
    Ecole normale supérieure de lyon - ENS LYON (2022) 2022ENSL0025
    tel-03969540 BibTeX

  • Planar maps and random partitions
    Jérémie Bouttier
    Université Paris XI (2019)
    tel-02417269 BibTeX

  • Integrable spin, vertex and loop models
    Paul Melotti
    Sorbonne Université (2019) 2019SORUS258
    tel-02277485 BibTeX