Uploaded July 2025 | Updated September 2026, 2 weeks ago
Abstract: The microscopic world is governed by quantum mechanics, which has many counter-intuitive properties. Matter consists of microscopic particles such as electrons, which are often illustrated as small balls or grains of sand. However, in quantum mechanics, identical particles cannot be distinguished even in principle, in stark contrast to classical particles such as grains of sand. This "quantum statistics" has remarkable consequences which are observed experimentally. But why can Indistinguishable particles even exist? Modern physics has a certain answer to this philosophical question. I will also discuss exotic types of quantum statistics of identical particles vigorously studied recently, with a possible application to quantum computing.
Profile: Masaki Oshikawa is a theorist whose research spans condensed matter physics, statistical physics, and field theory. After earning his Ph.D. from the University of Tokyo in 1995, he became a Killam Postdoctoral Fellow at the University of British Columbia. He then served as Associate Professor at Tokyo Institute of Technology from 1998 until 2006, when he became a Professor at the Institute for Solid State Physics, University of Tokyo. His scientific contributions have been recognized with several awards and honors, including the Ryogo Kubo Memorial Prize, the Japan Society for the Promotion of Science Prize, and Fellowship of the American Physical Society. Frequently invited to international conferences and workshops, he is known for traveling with his iconic blue folding bicycle, which has accompanied him to 25 countries so far.
Find out more about the TSVP on the program website: oist.jp/visiting-program
#OIST #OIST_TSVP #quantumcomputing #quantummechanics #research #oist #oist_tsvp #Theoretical #Science #VisitingProgram #Okinawa #TSVP
Abstract: The microscopic world is governed by quantum mechanics, which has many counter-intuitive properties. Matter consists of microscopic particles such as electrons, which are often illustrated as small balls or grains of sand. However, in quantum mechanics, identical particles cannot be distinguished even in principle, in stark contrast to classical particles such as grains of sand. This "quantum statistics" has remarkable consequences which are observed experimentally. But why can Indistinguishable particles even exist? Modern physics has a certain answer to this philosophical question. I will also discuss exotic types of quantum statistics of identical particles vigorously studied recently, with a possible application to quantum computing.
Profile: Masaki Oshikawa is a theorist whose research spans condensed matter physics, statistical physics, and field theory. After earning his Ph.D. from the University of Tokyo in 1995, he became a Killam Postdoctoral Fellow at the University of British Columbia. He then served as Associate Professor at Tokyo Institute of Technology from 1998 until 2006, when he became a Professor at the Institute for Solid State Physics, University of Tokyo. His scientific contributions have been recognized with several awards and honors, including the Ryogo Kubo Memorial Prize, the Japan Society for the Promotion of Science Prize, and Fellowship of the American Physical Society. Frequently invited to international conferences and workshops, he is known for traveling with his iconic blue folding bicycle, which has accompanied him to 25 countries so far.
Find out more about the TSVP on the program website: oist.jp/visiting-program
#OIST #OIST_TSVP #quantumcomputing #quantummechanics #research #oist #oist_tsvp #Theoretical #Science #VisitingProgram #Okinawa #TSVP






![Florian Yger: A Geometric Adventure in Machine Learning (TSVP Talk at OIST)
[Title]
Florian Yger - A Geometric Adventure in Machine Learning: Learning with Invariances, Structures, and Prior Knowledge (TSVP Talk at OIST)
[Description]
Florian Yger is visiting OIST from 2024-05-20 until 2024-08-15 through the Theoretical Sciences Visiting Program (TSVP). Find out more about the TSVP on the program website:
https://www.oist.jp/visiting-program.
Abstract: In this presentation, we embark on a journey through the landscapes of machine learning, focusing on the role of representation learning. Traditional approaches often restrict themselves to Euclidean spaces, yet many real-world data, such as graphs and covariances, defy this simplistic framework. We explore how embracing non-Euclidean geometries—specifically curved spaces like Riemannian manifolds—unlocks new possibilities in understanding and predicting structured data. This framework allows for the incorporation of prior knowledge such as constraints and invariances into machine learning algorithms.
Central to our exploration is the Fréchet averaging problem, a fundamental tool that generalizes the well-know average to metric spaces. From this cornerstone, we derive many extensions ranging from graph averaging to dimensionality reduction on Riemannian manifolds. We illustrate their practical implications through numerical experiments on biomedical data.
Motivated by challenging applications, this presentation not only highlights the limitations of Euclidean-centric approaches but also underscores the potential of geometry-aware representation learning. Join us as we navigate this geometric adventure into the curved realm of geometry-aware representation learning.
Profile: Florian Yger is an associate professor at Université Paris-Dauphine since 2015, teaching Data Analysis and Machine Learning in the department MIDO. Within the LAMSADE, he is part of the team MILES which focuses on trustworthy Machine Learning and Explainable AI. From 2014 to 2015, he was a JSPS postdoctoral fellow in the laboratory of Prof. Sugiyama at Tokyo University. He received his PhD in Computer science from LITIS, Université de Rouen under the supervision of Alain Rakotomamonjy in 2013. He contributes to the problem of representation learning with a particular interest in the representation of structured data (graphs, covariance matrices,…) and the development of learning algorithm for non-Euclidean spaces. This work has many applications ranging from signal processing (EEG signals and Brain Computer Interface) and to image processing (Paintings for art style recognition). More recently, within MILES teams, he addresses the questions of trust, explainability and interpretability in machine learning models with a focus counterfactual reasoning on data. He recently started studying the interplay between computational social choice and machine learning in the context of voter’s opinion aggregation. He is a visiting researcher at RIKEN AIP, Japan since 2017, is a member of the Prairie (PaRis Artificial Intelligence Research InstitutE) where he holds a junior chair, and an Affiliate of the Theoretical Sciences Visiting Program (TSVP) at OIST.
#OIST #OIST_TSVP #MachineLearning #Geometry #Manifolds #Theoretical #Science #VisitingProgram #Okinawa #TSVP Florian Yger: A Geometric Adventure in Machine Learning (TSVP Talk at OIST)](https://i.ytimg.com/vi/KlU1mS1xr3I/mqdefault.jpg)



