# Frontiers of Global Differential Geometry

- Dates: November 2026
- Location: Nanyang Executive Centre, Nanyang Technological University (NTU), Singapore, Harrisonburg, United States
- Organiser: Nanyang Technological University
- Industry: EdTech

## About

The IAS Frontiers Conference on Geometry, Dynamics, and Learning is a conference on the interface of geometric analysis, dynamical systems, and machine learning, focused on linking geometry, dynamical systems, and learning theory, sharing research challenges, and enabling collaboration. It is for alumni, current students, industry/academic partners, and the public.

## Official links

- [Official website](https://www.ntu.edu.sg/spms/news-events/events/detail/2026/09/28/default-calendar/ias-frontiers-conference-on-geometry--dynamics--and-learning)

## Topics

- Geometric optimization
- Geometric and topological data analysis
- Geometric deep learning
- Shape analysis
- Information geometry
- Optimal transport
- Dissipative dynamics
- Geometric and variational integration
- Geometric methods in dynamical systems
- Infinite-dimensional dynamical systems
- Quantum mechanics and quantum information theory

## Speakers

- Robert Mahony, Australian National University
- Pieter van Goor, University of Sydney
- Ravi N. Banavar, Indian Institute of Technology Bombay
- Jake Welde, Cornell University
- Qiao Huang, Southeast University
- Andrey Polyakov, Inria; University of Lille; CNRS
- Josef Teichmann, ETH Zurich
- David Martín de Diego, Instituto de Ciencias Matemáticas (ICMAT-CSIC)
- Melvin Leok, University of California San Diego
- Qianxiao Li, National University of Singapore
- Zhenjie Ren, Université Évry Paris-Saclay
- Marek Gluza, Nanyang Quantum Solutions; Nanyang Technological University
- Frédéric Barbaresco, THALES
- Pietro Fré, University of Turin; INFN Turin
- Yasuhiro Kurokawa, Shibaura Institute of Technology
- Alessandro Bravetti, University of Camerino
- Nilo Schwencke, Inria; ENS de Lyon; CNRS

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Source: https://www.luminik.io/events/frontiers-of-global-differential-geometry-0ca08151ded2/
