Foundation Models for Flexible and Safe Operation of Multi-Energy Systems

Date de création : 05 October 2026
Date d'expiration : 18 October 2026

Description of the subject

Context and challenges:

The European Union Artificial Intelligence Act defines a Foundation Model (FM) as ‘AI model that is trained on broad data at scale, is designed for generality of output, and can be adapted to a wide range of distinctive tasks’. FMs employ generative AI approaches based on large language models or advanced encoding/decoding architectures, harvesting vast datasets autonomously via self-supervision. FMs show better performance in zero-shot and few-shot learning benchmarks compared with traditional statistical or machine learning models. Relevant developments for the energy sector include so-called Time-Series Foundation Models (TSFM) able to perform forecasting of multiple quantities or sites simultaneously thanks to large pre-trained corpus of diverse datasets. TSFMs tend to be large models, with tens to hundreds of millions of parameters, see e.g. Chronos, TimesFM, Moirai, LLMTime. Conversely, smaller FMs have been dedicated to specific predictive tasks for power systems such as forecasting of renewable power production or electricity prices (WindFM, PowerPM). Alternatives have also been explored to learn better on different resolutions and improve fine-tuning using exogenous information (see e.g. Tiny Time Mixers). Beyond pure predictions, FM frameworks have been proposed to approximate complex optimization problems in power systems (see e.g. the ongoing GridFM initiative).  Leveraging graph-based neural networks help solve optimal power flow with reduced computational cost. However, these frameworks are early-stage and remain limited to electricity-focused applications. As these approaches ignore dynamics in multi-energy operation between energy vectors (e.g. electricity / heat / gas, hydrogen), they cannot guarantee feasible and secure combined operation of electricity, heat and gas systems.

Main objective of the thesis:

This PhD explores the development of foundation models (FMs) as surrogate models for multi-energy system optimization to support operational decisions such as flexibility booking and security-constrained optimal power and energy flows. The development will be supported by two key technical objectives:
  1. construction of relevant datasets, starting with the identification and collection of adequate datasets, and complemented after with synthetically generated datasets to enhance the FM learning capabilities;
  2. establish a learning approach to extract structural information in a self-supervised manner and fine-tune to downstream tasks for multi-energy systems.

Methodology and expected results:

The proposed FM will be pretrained on large datasets of operational scenarios covering electricity, heat, gas, hydrogen, storage, and conversion technologies, representative of current and future European infrastructures. These datasets will be augmented by a multi-energy flow model developed at PERSEE and through Hardware-in-the-Loop (HIL) experiments. The FM will employ physics-inspired Machine Learning to guarantee physically feasible operation. More generally trustworthy AI principles including explainability and uncertain quantification will be embedded. After pretraining, the architecture will be refined to better represent interactions among energy vectors, investigating among others mixture of experts and fine-tuning following prescriptive analytics principles. The trained FM will act as a fast, high-fidelity surrogate for predictive management and distributed or federated learning experiments, avoiding repeated full multi-energy flow computations. Integration with a HIL platform will validate predictions in realistic operational settings, enabling real-time interaction with controllers and devices. The expected outcome is a FM-based framework that complements real-time control and predictive management by providing rapid, reliable, and generative support for scenario exploration and operational decision-making across time scales from milliseconds to days.

Collaborations:

This thesis is supported by the PEPR program FutuRE funded under France 2030:

The project is also linked to our participation to the European initiative AI.Grids supported by CRESYM and the European Commission.

Starting date :

01/11/2026

Financing

Other public financing.

Financing details

Projet PEPR FutuRE.

Presentation of the establishment and host laboratory

Mines Paris-PSL

MINES PARIS - PSL, Centre PERSEE

The PERSEE Center is one of the 18 research centers of MINES Paris. Its field of expertise concerns New Energy Technologies and Renewable Energy Sources (RES). Its research strategy is based on a "micro/macro" approach ranging from (nano)materials to energy systems. It is built around three structuring themes: i) materials and components for energy, ii) sustainable energy conversion and storage processes and technologies, and iii) renewable energies and smart energy systems.This late is developped by one of the three groups of the Center, ERSEI, which stands for “Renewable Energies and Smart Energy Systems”. The ERSEI group develops methods and tools allowing the optimal integration of decentralized sources, including RES, storage devices, electric vehicles, active demand and other technologies, in energy systems and electricity markets. The research activity of the group is developped through three main axes. The first is based on the development of advanced short-term forecasting methods for different applications in power systems (i.e. forecasting of RES production, demand, dynamic line rating, market quantities, etc.). The second concerns the control and predictive management of energy systems. The aim is to design innovative approaches to optimise the operation (from real-time to days ahead) of different types of systems (smart-homes, microgrids, virtual power plants, energy communities, hybrid RES/storage plants, distribution grids multi-energy systems a.o.) considering uncertainties. The third axis concern planning and prospective studies that aim to optimise the design of future energy systems, generate furture scenarios, optimise investements etc. The PERSEE Center is located within the scientific parc of Sophia-Antipolis, near the cities of Nice, Cannes and Antibes in the south of France. Its workforce is around 55 persons.

Title of the doctoral dissertation

Doctorat en Énergétique et Procédés

Country where the doctoral degree will be obtained

France

Establishment delivering the doctoral degree

Mines Paris-PSL

Doctoral School

Ingénierie des Systèmes, Matériaux, Mécanique, Energétique

Profile of the candidate

Profile:

Engineer and / or Master of Science degree (candidates may apply prior to obtaining their master's degree. The PhD will start though after the degree is succesfully obtained). Good level of general and scientific culture. Good analytical, synthesis, innovation and communication skills. Qualities of adaptability and creativity. Motivation for research activity. Coherent professional project. Skills in programming.  A succesful candidate will have a solid background in two or more of the following competencies:
  • systems control
  • artificial intelligence, data science, machine learning
  • applied mathematics, statistics and probabilities
  • power systems
Expected level in French :
good level desired
Expected level in English :
excellent  
To apply, please send the following elements:
  • Curriculum vitae (CV).
  • Motivation letter for the application (cover letter).
  • Copy of grade transcripts and last diploma (in English or French).
  • Contact details of two individuals that can provide a letter of reference (and eventually available already letters of reference).
The copy of transcripts is mandatory in order to consider your application. For further information you can contact Prof. Georges Kariniotakis with copy to Dr. Sergio-Daniel Montana-Salas. Please use in the title of email the acronym of this PhD topic “PHD-2026-ERSEI-FUTURE-FM” The position will stay open until a suitable candidate is found.


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