H. Lavenant: Time-convexity of the entropy in the multiphasic formulation of the incompressible Euler equation Calculus of Variations and Partial Differential Equations (Accepted Paper) 2017 H. Lavenant: Harmonic mappings valued in the Wasserstein space Journal of Functional Analysis (Accepted Paper) 2017 H. Lavenant, F. Santambrogio: Optimal density evolution with congestion: $L^\infty$ bounds via flow interchange techniques and applications to variational Mean Field Games Communications in Partial Differential Equations (Accepted Paper) 2017 H. Lavenant, F. Santambrogio: New estimates on the regularity of the pressure in density-constrained Mean Field Games Journal of the London Mathematical Society (Accepted Paper) 2018 H. Lavenant: Optimal curves and mappings valued in the Wasserstein space (Phd Thesis) 2019 H. Lavenant: Unconditional convergence for discretizations of dynamical optimal transport Mathematics of Computation (Accepted Paper) 2019 N. Ghoussoub, Y. H. Kim, H. Lavenant, A. Z. Palmer: Hidden convexity in a problem of nonlinear elasticity SIAM Journal on Mathematical Analysis (Accepted Paper) 2020 H. Lavenant, L. Monsaingeon, L. Tamanini, D. Vorotnikov: Convex functions defined on metric spaces are pulled back to subharmonic ones by harmonic maps (Submitted Paper) 2021 Y. H. Kim, H. Lavenant, G. Schiebinger, S. Zhang: Towards a mathematical theory of trajectory inference Annals of Applied Probability (Accepted Paper) 2021 A. Baradat, H. Lavenant: Regularized unbalanced optimal transport as entropy minimization with respect to branching Brownian motion Astérisque (Accepted Paper) 2021 H. Lavenant, F. Santambrogio: The flow map of the Fokker-Planck equation does not provide optimal transport Applied Mathematics Letters (Accepted Paper) 2022 H. Lavenant: Lifting functionals defined on maps to measure-valued maps via optimal transport (Preprint) 2023 S. Ishida, H. Lavenant: Quantitative convergence of a discretization of dynamic optimal transport using the dual formulation (preprint) 2023