I am working on geometric group theory and operator algebra.
Particularly, I am interested in both finite-type and infinite-type hyperbolic surfaces, and their mapping class groups.
I am working on geometric group theory and operator algebra.
Particularly, I am interested in both finite-type and infinite-type hyperbolic surfaces, and their mapping class groups.
A Subgroup Criterion for property \(P_{\text{naive}}\) in Big Mapping Class Groups, joint with J. H. Hernández, in preparation.
Simplicity of action-based \(C^*\)-algebras for hyperbolic actions. arXiv:2604.12520, 2026, latest version.
Property \(P_{\text{naive}}\) for big mapping class groups. https://arxiv.org/abs/2411.17594, 2024, accepted by Ann. Fac. Sci. Toulouse.
\(Iq\)-Calculus and \(Iq\)-Hermite-Hadamard inequalities for interval-valued functions. Adv. Differ. Equ. 2020, 446 (2020), joint with G. Ye, D. Zhao, W. Liu.
Long-distance seminar on geometric group theory in Mexico, Online, 12th March, 2026.
Parole aux jeunes scientifiques du RT tétraèdre de Platon, Montpellier, 24-26 Nov, 2025.