The Fields Institute for
Research in Mathematical Sciences

Nicola Gigli (SISSA Trieste)
Graduate Course: Introduction to the Riemannian Curvature Dimension condition - Professor Nicola Gigli (SISSA Trieste)

Part of the Thematic Program on Nonsmooth Riemannian and Lorentzian Geometry

Siddarth Sankaran (University of Manitoba)
Arithmetic Siegel-Weil formulas for zero-dimensional Shimura varieties

Nate Bottman (Max Planck Institute for Mathematics)
Functoriality in categorical symplectic geometry

Seyed Moghadas (York University)
Return on investment of the COVID-19 vaccination campaign in New York City

Lauren Nowak (San Francisco State University and University of Washington)
Mixed Volumes of normal complexes

YuTung Yau (The Chinese University of Hong Kong)
Morphism spaces between coisotropic

Fields Trip - 55 Students

Francesco Fournier-Facio (ETH Zürich)
Ulam stability for lamplighters and Thompson groups

Shouhei Honda (Tohoku University, Mathematical Institute)
Open problems for RCD spaces

Part of the Thematic Program on Nonsmooth Riemannian and Lorentzian Geometry

Therese-Marie Landry (The Fields Institute)
Towards Analysis on Fractals: Piecewise $C^1$-Fractal Curves, Spectral Triples, and the Gromov-Hausdorff Propinquity

Part of the Thematic Program on Nonsmooth Riemannian and Lorentzian Geometry

Leandro Sánchez-Betancourt (King's College London)
Internalise or Externalise: Brokers and Informed Trading

Sasha Nanda (Deloitte)
Predicting Sales Trends using Temporal Convolutional Network

Mélina Mailhot (Concordia University)
From Financial Losses to Solvency Capital Requirements: A Revised MCT Framework

Dustin Ross (San Francisco State University)
Matroid Psi Classes

Miguel Diaz (Bank of International Settlement - Innovation Hub)
Central Bank Digital Currencies at the Bank of International Settlements

Nicola Gigli (SISSA Trieste)
Graduate Course: Introduction to the Riemannian Curvature Dimension condition - Professor Nicola Gigli (SISSA Trieste)

Part of the Thematic Program on Nonsmooth Riemannian and Lorentzian Geometry

Integration and generalized functions in real-valued structures