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IIT in Genoa invites applications for a Postdoctoral researcher in Machine Learning and Dynamical Systems, based in the Computational Statistics and Machine Learning Unit. The project leverages the ERC Advanced Grant LEO to learn evolution operators from trajectories.
You will work at the intersection of ML, applied math, and dynamical systems, contributing to theory, algorithms, and applications, with opportunities for collaboration and mentoring.
Contract and commitment: collaboration contract, for up to three years
Location: CHT Erzelli, Genoa, Italy
Step into a world of endless possibilities, together let's leave something for the future!
At IIT, we are committed to advancing human-centered Science and Technology to address the most urgent societal challenges of our era. We foster excellence in both fundamental and applied research, spanning fields such as neuroscience and cognition, humanoid technologies and robotics, artificial intelligence, nanotechnology, and material sciences, offering a truly interdisciplinary scientific experience. Our approach integrates cutting-edge tools and technology, empowering researchers to push the limits of knowledge and innovation. With us, your curiosity will know no bounds.
We are dedicated to providing equal employment opportunities and fostering diversity in all its forms, creating an inclusive environment. We value the unique experiences, knowledge, backgrounds, cultures, and perspectives of our people. By embracing diversity, we believe science can achieve its fullest potential.
This position is based in the Computational Statistics and Machine Learning Unit, led by Massimiliano Pontil, and is funded by the ERC Advanced Grant project "LEO - Learning Evolution Operators" (Grant Agreement ID: 101267213). LEO studies the problem of learning the dynamics underlying temporal phenomena from observed trajectories.
Linear evolution operators play a central role, providing a powerful perspective for studying complex nonlinear systems through linear representations in suitable function spaces. Their spectra encode important physical properties of these systems, and a key objective of the project is to develop methods for learning these operators and estimating their spectra.
With a strong focus on the foundations of machine learning, LEO aims to develop efficient and reliable algorithms that advance the state of the art. To this end, the project combines interactive learning, the learning and transfer of shared representations across multiple systems, and the incorporation of first-principles knowledge (i.e., information about the underlying governing equations). The learned operators will be used to infer interpretable global properties of complex systems, including critical transitions in atomistic systems modeled by the Langevin equation and regime shifts in climate systems modeled by partial differential equations.
Successful candidates will work at the intersection of machine learning, applied mathematics, and dynamical systems, with opportunities to collaborate with domain experts in scientific applications. Depending on their background and interests, candidates may contribute to theoretical foundations, algorithm development, applications, or a combination of these areas.
Please submit your application through the online application form by 31 October 2026. Applications should include:
Application deadline: 31 October 2026
To discover more about life at IIT, visit the dedicated section: https://www.iit.it/en/work-at-iit