• Higher-order reverse isoperimetric inequalities for log-concave functions | arXiv:2403.05712 

jointly with Dylan Langharst and Jacopo Ulivelli.

• Remarks on Brunn-Minkowski-type inequalities related to the Ornstein-Uhlenbeck operator | arXiv:2603.19164 

jointly with Francesco Salerno.

Published/Accepted

• Grünbaum's inequality for Gaussian and convex probability measures | arXiv:2507.06759

     Journal de Matématiques Pures et Appliquées (2026),

jointly with Matthieu Fradelizi, Dylan Langharst, Jiaqian Liu and Shengyu Tang.

• Quantitative improvements of functional inequalities under concavity properties | arXiv:2510.00645 

  Communications in Contemporary Mathematics (2026),

jointly with Andreas Malliaris.

• On stochastic forms of functional isoperimetric inequalities | arXiv:2509.04108 

  Revista Matemática Complutense (2026).

• On mth-order Busemann-Petty-type inequalities for functions 

  Annales de la Facultè des Sciences de Toulouse (to appear),

jointly with Dylan Langharst. 

• On general versions of the Petty projection inequality | arXiv:2503.00949   

  Bulletin of the London Mathematical Society (2025).

• Entropy, slicing problem and functional Mahler's conjecture | arXiv:2406.07406 

 Indiana University Mathematics Journal (to appear),

jointly with Matthieu Fradelizi.

• A general functional version of Grünbaum's inequality | arXiv:2404.08319  

Journal of Mathematical Analysis and Applications 544 (2025),

jointly with David Alonso-Gutiérrez, Javier Martín Goñi and Jesús Yepes Nicolás.

• On general concavity extensions of Grünbaum type inequalities

Bulletin of the Brazilian Mathematical Society 55 (2024).

• On Grünbaum type inequalities

The Journal of Geometric Analysis 31 (2021),  9981-9995,

jointly with Jesús Yepes Nicolás.

Book chapters

• Consequences and extensions of the Brunn-Minkowski theorem

In: New Trends in Geometric Analysis, RSME Springer series, 10 (2023) pp 245-257,

jointly with María A. Hernández Cifre, Eduardo Lucas and Jesús Yepes Nicolás.