Academic profile

Curriculum vitae

Lucien Hennecart · CNRS researcher · LAMFA, Université de Picardie Jules Verne, Amiens

Contact: Lucien.Hennecart@u-picardie.fr · LAMFA, 33 rue Saint-Leu, 80000 Amiens, France.

Appointments

  • Chargé de recherche (CR), CNRS
    LAMFA, Université de Picardie Jules Verne, Amiens (since December 2024).
  • Postdoctoral researcher
    School of Mathematics, University of Edinburgh; research with Ben Davison.
  • Uhlenbeck postdoctoral fellow
    Simons Laufer Mathematical Sciences Institute (SLMath), Berkeley.

Education

  • PhD in mathematics, Université Paris-Saclay (Orsay), supervised by Olivier Schiffmann; defended 13 July 2021.
  • M2 Arithmétique, Analyse, Géométrie, Université Paris-Saclay.
  • Agrégation de mathématiques, rank 5.
  • École normale supérieure de Rennes.

Research interests

Geometric representation theory; cohomological Hall algebras; BPS Lie algebras and invariants; moduli stacks; Calabi–Yau categories; nonabelian Hodge theory; quiver representations.

Research funding

ANR JCJC ReSCoS (principal investigator), 2027–2031, funded by the Agence nationale de la recherche. Project information.

Selected recent publications

Full bibliography with links to arXiv and journals.

  1. Chenjing Bu, Lucien Hennecart · 2026

  2. Lucien Hennecart · 2026

  3. Ben Davison, Lucien Hennecart, Tasuki Kinjo, Olivier Schiffmann, Eric Vasserot · 2026

  4. Lucien Hennecart, Shivang Jindal · 2026

  5. Lucien Hennecart, Tasuki Kinjo · 2025

  6. Lucien Hennecart · 2025

Scientific organization

Co-organizer of the GAT seminar at LAMFA (since 2025); of the GRAAL meetings between Amiens and Lille (since 2026); and of the Workshop on Geometric Representation Theory in Amiens (June–July 2026). Previously co-organized the EGRET seminar in Edinburgh and scientific events at SLMath and on the Isle of Skye.

Teaching

Advanced course on perverse sheaves (M2 Mathématiques Fondamentales, Paris, spring 2027), together with earlier teaching in Edinburgh and Orsay. Course history.

This page is the up-to-date web version of the CV. A matching printable PDF is available via CV (PDF).