Keywords: G-structures, hermitian geometry, complex geometry, Kähler geometry...
My current research focuses on manifolds with SU(n)-structures, which are almost Hermitian manifolds with a complex volume form. The most common example of this kind of manifolds is of Calabi-Yau type. More specifically, I am interested in LT structures, which are relevant for string theory and are defined as (1,2)-symplectic manifolds with holomorphic volume form.
Publications :
SU(3)-structures on quotients of 3-Sasakian orbifolds, arxiv.org/abs/2607.28337 (preprint)
SU(n)-structures through quotient by torus actions, arxiv.org/abs/2511.05257 (preprint)
Talks :
Exceptional geometry conference, Twist construction of SU(n)-structures with torsion, 24th August 2026, Université Claude Bernard Lyon 1
Complex geometry workshop, A twist construction of SU(n)-structures with torsion, 10th March 2026, Université de Montpellier
Geometric structures and stability conference, A twist construction of SU(n)-structures with torsion, 26th February 2026, ICTS, Bengaluru, India. Youtube link: www.youtube.com/watch?v=iLtAIUo60ok
For the 20th anniversary of the Camille Jordan Institute, Autour de la géométrie kählérienne
PhD seminar, Calabi-Yau manifolds: Ideas & Examples, 6th October 2025, Université Claude Bernard Lyon 1
PhD seminar, Classification de Delzant des variétés toriques, 13th January 2025, Université Claude Bernard Lyon 1