Witold Respondek's law: "Dans chaque papier scientifique, même s'il y a un nombre fini de caractères, il y a toujours un nombre infini de fautes" (in every scientific paper, even if there are finitely many characters, there are always infinitely many typos).

Wasserstein spaces

Characterization of measures on the real line that are critically unstable under small shifts (preprint)
A. A.
ArXiv

Locality of centred tangent cones in the Wasserstein space (preprint)
A. A.
ArXiv

On the structure of the geometric tangent cone to the Wasserstein space
A. A.
Publication, HAL

Hamilton-Jacobi-Bellman equations

Optimal control problems and Hamilton-Jacobi-Bellman equations in some curved metric spaces
A. A., PhD thesis
Manuscript, HAL, theses.fr, Slides

A Cauchy-Lipschitz setting for control problems in complete CAT(0) spaces (preprint)
A. A., Hasnaa Zidani
HAL

A minimality property of the value function in optimal control on spaces of probability measures
A. A., Cristopher Hermosilla
Publication, HAL

Viscosity solutions of centralized control problems in measure spaces
A. A., Othmane Jerhaoui, Hasnaa Zidani
Publication, HAL

Master works

Neural networks for first order HJB equations and application to front propagation with obstacle terms
Olivier Bokanowski, Xavier Warin, A. P.
Publication, ArXiv

High order numerical methods for Vlasov-Poisson models of plasma sheaths (CEMRACS project)
Valentin Ayot, Mehdi Badsi, Yann Barsamian, Anaïs Crestetto, Nicolas Crouseilles, Michel Mehrenberger, Christian Tayou-Fotso, A. P.
Publication, HAL