Published
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A general Greenlees-May splitting principle (with S. Bouc and I. Dell’Ambrogio).
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To appear in Münster J. of Math. (MJM).
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DOI \(\bullet\) arXiv \(\bullet\) HAL
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Projective representation theory for compact quantum groups and the quantum Baum-Connes assembly map (with K. De Commer and R. Nest).
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J. Noncommut. Geom. (JNCG), vol. 19, no. 3, 1015–1068 (2025).
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DOI \(\bullet\) arXiv \(\bullet\) HAL
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Quantum direct products and the Künneth class.
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Ann. Math. Blaise Pascal, vol. 31, no. 1, 11-45 (2024).
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DOI \(\bullet\) arXiv \(\bullet\) HAL
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Permanence of the torsion-freeness property for divisible discrete quantum subgroups.
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Mathematica Scandinavica (Math. Scand.), vol. 130, no. 2, 257-299 (2024).
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DOI \(\bullet\) arXiv \(\bullet\) HAL
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The Baum-Connes property for a quantum (semi-)direct product.
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J. Noncommut. Geom. (JNCG), vol. 13, no. 4, 1295–1357 (2019).
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DOI \(\bullet\) arXiv \(\bullet\) HAL
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Torsion and K-theory for some free wreath products (with A. Freslon).
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Int. Math. Res. Not. (IMRN), vol. 2020, no. 6, 1639-1670 (2018).
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DOI \(\bullet\) arXiv \(\bullet\) HAL
Preprints
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Stratification in equivariant Kasparov theory (with I. Dell’Ambrogio).
Work in progress
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Causal inference of post-transcriptional regulation timelines from long-read sequencing in Arabidopsis thaliana (with C. Ambroise and G. Rigaill).
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In preparation. A version is available upon request.
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Baum-Connes conjecture via Balmer spectrum (with I. Dell’Ambrogio).
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In preparation. A version is available upon request.
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The strong Baum-Connes property for duals of compact groups (with P. Fima).
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In preparation. A version is available upon request.
Outreach publications
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Les maths des jeux quantiques.
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