Writings

In preparation

• Coloured brane actions, cyclotomic loop stacks, and categorified quasimap invariants (from sections 2.2, 2.3 and 4.2 of my thesis)
• Brane actions for ∞-properads and higher-genus categorified Gromov–Witten invariants (joint with Hugo Pourcelot)
• Groupoidal conditions for cyclic 2-Segal objects through monads in iterated spans (joint with Damien Calaque)
• Categorified cosection localisation in derived algebraic geometry (joint with Tristan Bozec, Étienne Mann, Renata Picciotto and Massimo Pippi)
• Pursuing monads: Multiple ∞-categories and lax functors of ω-categories
• Coherence for lax morphisms of algebras over (∞,2)-monads
• Infinite root stacks for spectral logarithmic structures (joint with David Rydh)

Prepublications

• Categorical spectra as pointed (∞,ℤ)-categories (2024); arXiv link
• All Segal objects are monads in generalised correspondences (2024); arXiv link
• Monoidal envelopes and Grothendieck construction for dendroidal Segal objects (2023); arXiv link, HAL link
• Derived moduli of sections and push-forwards (2022); arXiv link, HAL link (joint with Étienne Mann, Cristina Manolache and Renata Picciotto)

Publications

• A categorification of the quantum Lefschetz principle (2020); published in Advances in Mathematics (2023); arXiv link, HAL link

Theses

• Categorified quasimap theory of derived Deligne–Mumford stacks (archived version on HAL TEL), supervised by Étienne Mann and Cristina Manolache. PhD thesis. Slides for my defence
• Categorification of Gromov–Witten invariants and derived geometry, supervised by Étienne Mann. Research internship for my Mathematics M2
• Géométrie des systèmes intégrables et récurrence topologique, supervised by Bertrand Eynard. Research internship for my Physics M2 and my Télécom Physique Strasbourg final year
• Théorie de Gromov–Witten en genre 0. Bibliographic project for my Mathematics M1