Orso Forghieri

Researcher in Reinforcement Learning and Applied Mathematics

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CMAP, École polytechnique

Institut Polytechnique de Paris

Palaiseau, France

I am Orso Forghieri, a researcher in Reinforcement Learning and Applied Mathematics. My work focuses on Reinforcement Learning, Dynamic Programming, Markov Decision Processes, state abstraction, hierarchical methods, and scalable decision-making.

My PhD thesis, Hierarchical Reinforcement Learning for Large Scale Problems, was prepared at École polytechnique / Institut Polytechnique de Paris, within CMAP, under the supervision of Erwan Le Pennec, Hind Castel-Taleb, and Emmanuel Hyon.

I have also worked on sequential and explainable decision-making methods for systematic equity trading at Qube Research & Technologies, and on reinforcement-learning approaches for edge-computing service placement in collaboration with Orange Gardens / CMAP.

I hold a Master’s degree from École normale supérieure Paris-Saclay and an Engineering Diploma from École polytechnique.

Research interests

  • State abstraction.
  • Approximate dynamic programming.
  • Markov aggregation/disaggregation.
  • Scalable MDP solving.
  • Hierarchical reinforcement learning.
  • Planning.
  • Stochastic optimization.

Applications

  • Large-scale planning.
  • Resource allocation.
  • Network optimization.
  • Edge computing and service placement.
  • Market forecasting.
  • Railway-delay propagation.

Selected work

Research and applied collaborations

I am interested in research collaborations on scalable decision-making, reinforcement learning, approximate dynamic programming, network/resource optimization, and sequential decision problems in applied domains.

Academic service

  • Doctoral representative on the Laboratory Life Committee, CMAP, École polytechnique, 2024-2025.
  • Reviewer for ROADEF 2025.
  • Alpha tester for the Marmote MDP solver.
  • Mathematics interviewer for the MSc X-HEC Data Science for Business, Feb. 2024.
  • Outreach speaker at an IHES meeting with Bachelor students from École polytechnique, Nov. 2023.
  • Member of CNRS GDR ROD working groups through MyGDR.

Contact / profiles