Research

General Topology | Geoffroy Spaces | Optimization | Set-valued Analysis  | Variational Analysis 

6. 📄 Pareto well-posedness for set-valued optimization problems in Geoffroy spaces [Link]

In Journal of Optimization Theory and Applications  (2025) | Single-author work

5. 📄 Bilinear optimal control of a one‐dimensional degenerate parabolic equation with a nonlocal term [Link]

In Mathematical Methods in the Applied Sciences  (2024) | Joint work with Cyrille Kenne and Landry Djomegne

4. 📄 Boundary null controllability of convection-diffusion equations with constraints on the state and application to the identification of boundary pollution parameters [Link]

In International Journal of Control  (2023) | Joint work with Arnaud Fournier

3. 📄 A new topological framework and its application to well-posedness in set-valued optimization [Link]

     In Numerical Functional Analysis and Optimization  (2022) | Joint work with Michel H. Geoffroy

2.📄 Measure (ω,c)-pseudo almost periodic functions and Lasota-Wazewska model with ergodic and unbounded oscillating oxygen demand [Link]

    In Abstract and Applied Analysis  (2022) | Joint work with Gaston M. N'Guérékata 

1. 📄 (ω,c)-periodic and asymptotically (ω,c)-periodic mild solutions to fractional Cauchy problems [Link]

    In Applicable Analysis  (2021) | Joint work with Gaston M. N'Guérékata 

3. 📝  Differentiability of set-valued maps in Geoffroy spaces [Preprint not available]

Working paper  | Joint work with Michaël Gaydu

2. 📝  Sublinearity in Geoffroy spaces: Fréchet subdifferentiability and optimality conditions [Preprint not available]

Working paper | Joint work with Michel H. Geoffroy

1. 📝  Generalized Hadamard stability for parametric set-valued optimization in Geoffroy spaces [Preprint not available]

    Submitted  (2025) | Single-author work

📘 Topologie Dédiée à l'Optimisation Multivoque & Contrôle Optimal de Quelques EDP Paraboliques [Link]

 Doctoral thesis (2024) |  Under the supervision of Michel H. Geoffroy

📘 Introduction à la Morphologie Mathématique [Link]

 Master's dissertation (2020) | Under the supervision of Michel H. Geoffroy