About Me

I am a PhD candidate in Applied Mathematics. My research is conducted at Université Polytechnique Hauts-de-France (UPHF) and École des Mines de Saint-Étienne (EMSE), within the ANR JCJC GAME project.

  • Ph.D. in Applied Mathematics (12/2024–Present) — Université Polytechnique Hauts-de-France (UPHF) & École des Mines de Saint-Étienne (EMSE), France. Research topic: Modeling mechanical random fields using Gaussian processes: from simulation to identification.
  • Research Internship — EDF R&D (04/2024-10/2024) — Paris-Saclay, France. Worked on Bayesian inference and reliability modeling for industrial systems using Weibull models, censored data, and Markov Chain Monte Carlo (MCMC) methods.
  • Master 2 in Statistics and Machine Learning (2023–2024) — Sorbonne University , France. Conducted within the Laboratoire de Probabilités, Statistique et Modélisation (LPSM) . Funded by the prestigious Paris Graduate School of Mathematics (FSMP) scholarship.
  • Master’s degree in Statistics and Probability (2021–2023) — Institut de Mathématiques et de Sciences Physiques (IMSP), Benin. Research focused on statistical modeling and machine learning methods.
  • Bachelor’s degree in Mathematics, Computer Science and Applications (2017–2020).

Research Interests

  • Gaussian Processes
  • Functional data modeling
  • Physics-informed covariance design
  • Machine Learning
  • Uncertainty quantification

My work integrates machine learning, functional data analysis, and computational mechanics to develop reliable and computationally efficient surrogate models for engineering systems.

Research & Publications

Papers

R. C. Sabi Gninkou, A. F. López-Lopera, F. Massa, and R. Le Riche. “Scalable multitask Gaussian processes for complex systems with functional covariates.” Preprint, 2026.

HAL arXiv Code

Talks

R. C. Sabi Gninkou, A. F. López-Lopera, F. Massa, and R. Le Riche. “Scalable Multitask Gaussian Process Surrogate Modeling for Complex Simulation Codes with Functional Covariates.” Rencontres Jeunes Statisticien-ne-s 2026, Porquerolles, France, 17–21 May 2026.

Funding: IMAG Event website

R. C. Sabi Gninkou, A. F. López-Lopera, F. Massa, and R. Le Riche. “Multitask Gaussian Process with Functional Covariates.” Journées de la Statistique (JDS 2026), Clermont-Ferrand, France, 1–5 June 2026.

Funding: ANR GAME Event website

Posters

R. C. Sabi Gninkou, A. F. López-Lopera, F. Massa, and R. Le Riche. “Multitask Gaussian process emulation of black-box simulators with functional covariates.” MASCOT-NUM 2026, RT-UQ, ENSAI Rennes, France, 1–3 April 2026.

R. C. Sabi Gninkou, A. F. López-Lopera, F. Massa, and R. Le Riche. “Gaussian processes for surrogate modeling of computationally expensive simulation codes with functional covariates.” Researchers’ Tuesday, Université de Mons, Belgium, 17 March 2026.

R. C. Sabi Gninkou, A. F. López-Lopera, F. Massa, and R. Le Riche. “Multitask Gaussian processes for complex systems with functional covariates.” CJC-MA 2026: Congrès des Jeunes Chercheur.e.s en Mathématiques Appliquées, Champs-sur-Marne, France, 5 March 2026.

Event website

R. C. Sabi Gninkou, A. F. López-Lopera, F. Massa, and R. Le Riche. “Gaussian Processes with Functional Inputs: A Dimension Reduction Approach.” Journées d’automne du consortium en mathématiques appliquées CIROQUO, Rueil-Malmaison, France, 14 November 2025.

📚Teaching

Université Polytechnique Hauts-de-France

Bachelor 2, Computer Science

Preparation of exercises, supervision of tutorials, and evaluation of students.

Institut National des Sciences Appliquées (INSA Hauts-de-France)

Engineering students

Practical sessions, data analysis projects, and applied statistics guidance.

🏅Certifications

Improving Deep Neural Networks
DeepLearning.AI
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Structuring Machine Learning Projects
DeepLearning.AI
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Neural Networks and Deep Learning
DeepLearning.AI
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Responsible AI: Applying AI Principles
Google Cloud
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Introduction to Generative AI
Google Cloud
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Introduction to Responsible AI
Google Cloud
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Introduction to Large Language Models
Google Cloud
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How to Write and Publish a Scientific Paper
École Polytechnique
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