About Aimen
French
Native or bilingual
English
Native or bilingual
Arabic
Native or bilingual
Experience
- UniversitéPhD ResearcherFebruary 2024 - Today (2 years and 6 months)Mulhouse, FrancePhD Researcher in Operations Research — University of Haute-Alsace / CESI Campus of Strasbourg📌 The problem I solveCharging stations face a critical challenge: how to plan the charging of multiple vehicles across several stations — who charges before whom, on which charger, at what time — while optimizing profit, peak power, lateness, and customer satisfaction, and considering uncertainty in arrivals, charging durations, and electricity prices? This problem is combinatorial, stochastic, and multi-objective.🔬 What I've accomplishedI have proposed original models for multi-objective electric vehicle charging planning, combining advanced techniques such as Mixed Integer Programming (MILP), probabilistic modeling, and hybrid metaheuristics (NSGA-II, NSGA-III, MOCS, MOPSO).📄 Publications & ConferencesPublished in leading journals and conferences, including:• OMEGA – Q1, IF 7.2 — doi.org/10.1016/j.omega.2025.103506→ First multi-objective model for charging planning under stochastic durations: scheduling across multiple chargers with uncertain service times, simultaneously minimizing average lateness and peak load, while maximizing the amount of energy delivered to customers.• IEEE CEC 2026 — WCCI (Top 3 globally, Maastricht, June 2026) — accepted→ Extension of the OMEGA model with stochastic vehicle arrivals and random demand cancellations.• ICORES 2025 — Porto — doi.org/10.5220/0013236400003893• ICORES 2026 — Marbella — doi.org/10.5220/0014305800004055• ROADEF 2025 & 2026 — French National Operations Research Conference
- UniversitéMaster's in Stochastic Modeling and Forecasting in Operations ResearchSeptember 2021 - July 2023 (1 year and 10 months)Algiers, Algeria🎓 Graduated top of class — with honors.Final year project focused on an original extension of the GARCH model for modeling the volatility of financial series. I proposed the BPGARCH (Buffered Periodic GARCH) model, which incorporates a periodic structure and a buffering mechanism to better capture the non-linear dynamics of financial markets. The results show that BPGARCH outperforms the classic GARCH and several of its recognized extensions in the literature, in modeling multiple stock market indices.
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Education
- USTHB Master's GraduateUSTHB Master's Graduate
- PhD, Computer ScienceUniversity of Haute-Alsace2027PhD, Computer Science