ANR GOFR : Groupes Opérant sur des FRactales

Prépublications

• Currents in Heisenberg groups, arXiv:2511.18895, hal-05316890v1 ,
  Bruno Franchi, Pierre Pansu.


• Conjugacy separability in polynomially growing free-by-cyclic groups, arXiv:2509.22346,
  François Dahmani, Sam Hughes, Monika Kudlinska, Nicholas Touikan.


• Quasi-conformal VS quasi-isometric equivalence in spaces with controlled growth, arXiv:2510.12161, hal-05316890v1 ,
  Katrin Fässler, Enrico Le Donne, Sebastiano Nicolussi Golo, Alessandro Ottazzi, Pierre Pansu.


• Drilling hyperbolic groups, arXiv:2406.14667, hal-0462297 ,
  Daniel Groves, Peter Haïssinsky, Jason F. Manning, Damian Osajda, Alessandro Sisto, Genevieve S. Walsh.


• On a theorem by Lin and Shinder through the lens of median geometry, arXiv:2312.05197,
  Anthony Genevois, Anne Lonjou, Christian Urech.


• The Conjugacy Problem for Out(F_3), arXiv:2311.04010, hal-04274652
  François Dahmani, Stefano Francaviglia, Armando Martino et Nicholas Touikan.


• Furstenberg entropy spectra of stationary actions of semisimple Lie groups, arXiv:2307.01495 ,hal-04385080
  Jérémie Brieussel, Tianyi Zheng.


• Finitely generated subgroups of algebraic elements of plane Cremona groups are bounded, arXiv:2307.01334, hal-04187520
  Anne Lonjou, Piotr Przytycki et Christian Urech.


• Hyperbolic hyperbolic-by-cyclic groups are cubulable, arXiv:2306.15054, hal-04147998
  François Dahmani, Suraj Krishna MS et Jean Pierre Mutanguha.


• New Garside structures and applications to Artin groups, arXiv:2305.11622, hal-04103450
  Thomas Haettel et Jingyin Huang.


• Unipotent linear suspensions of free groups, arXiv:2305.11274, hal-04119907
  François Dahmani et Nicholas Touikan.


• Flat compactness of normal currents and charges on Carnot groups, arXiv:2303.02012
  Antoine Julia et Pierre Pansu.


• Cubulating a free-product-by-cyclic group, arXiv:2212.09869, hal-04119909
  François Dahmani et Suraj Krishna MS.


• Class number for pseudo-Anosovs, arXiv:2210.12824, hal-04119910
  François Dahmani et Mahan Mj.