L.M.P.A
Laboratoire de Mathématiques Pures et Appliquées
Joseph Liouville

Nathan CHAPELIER

  • Maître de conférences au LMPA
  • Équipe : Algèbre, Dynamique et Arithmétique (ADA)
  • Email : nathan.chapelier@univ-littoral.fr
  • Page internet : https://www.nathanchapelier.fr/

  • Laboratoire de Mathématiques Pure et Appliquées
    • Adresse :
      LMPA
      Centre Universitaire de la Mi-Voix
      50 rue Ferdinand Buisson
      CS 80699
      62228 CALAIS Cedex France
    • Bureau : C135

10 publications nathan-chapelier

  1. The Shi variety corresponding to an affine Weyl group (), In Bulletin of the London Mathematical Society, volume n/a. [url] [doi]
  2. The Shi variety corresponding to an affine Weyl group (), In Bulletin of the London Mathematical Society, volume 57, . [url] [doi]
  3. Shi arrangements and low elements in affine Coxeter groups ( and ), In Canadian Journal of Mathematics, . [url] [doi][hal]
  4. ABHY Associahedra and Newton polytopes of -polynomials for cluster algebras of simply laced finite type (, , , , and ), In Journal of the London Mathematical Society, volume 109, . [url] [doi][hal]
  5. Elements of minimal length and Bruhat order on fixed point cosets of Coxeter groups ( and ), In Algebraic Combinatorics, The Combinatorics Consortium, volume 7, . [url] [doi]
  6. Atomic length on Weyl groups ( and ), In Journal of combinatorial algebra, . [url] [doi]
  7. Lattice associated to a Shi variety (), In Journal of Combinatorics, volume 14, . [url][hal]
  8. An Order on circular permutations (), In The Electronic Journal of Combinatorics, volume 28, . [url][hal]
  9. Affine twisted length function (), In Comptes Rendus. Math'ematique, Acad'emie des sciences, Paris, volume 359, . [url] [doi][hal]
  10. A symmetric group action on the irreducible components of the Shi variety associated to $W({\widetilde{A}}_n)$ (), In Journal of Algebraic Combinatorics, . [url][hal]

Cette semaine

Séminaire ADA