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RESEARCH INTERESTS

Algebraic and Motivic Geometries

  • Algebraic flows and additive group actions, locally nilpotent derivations.
  • Cancellation Problems and Exotic Structures.
  • Automorphisms and étale endomorphisms of open varieties.
  • Real algebraic models and forms of open varieties.
  • Equivariant and logarithmic birational rigidity.
  • Uniruledness and $\mathbb{A}$-cylindricity.
  • Completions of affine spaces in Mori fiber spaces.
  • $\mathbb{A}^1$-homotopy theory.
  • $\mathbb{A}^1$-contractible varieties.
  • Motivic geometry at infinity of open varieties.

AGENDA

IRN AHGT

IRN AHGT

Arithmetic & Homotopic
Galois Theory
A France-Japan International Network
ANR PRC HQDIAG

anr PRC HqDiag

Motivic Homotopy: Quadratic invariants and Diagonal classes

Project PRC "HQDIAG" ANR-21-CE40-0015.

SLMathsSemester-Homotopy

Semester Program Fall 2026

Motivic Homotopy Theory: connections and applications

Simons Laufer Mathematical Sciences Institute

Tranformation Groups

Transformation Groups

Scientific Journal

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CONTACT

Institut de Mathématiques de Bourgogne - UMR 5584 du CNRS

Université de Bourgogne
9 avenue Alain Savary
BP 47870
21078 DIJON Cedex
France

Phone: +33(0)380395874
Email: adrien.dubouloz@math.cnrs.fr