SCGP

Video Portal




All videos are the property of the Simons Center for Geometry and Physics. Redistribution, uploading to youtube, or commercial use is prohibited without written consent from the Simons Center for Geometry and Physics.
Newest Videos
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Geometry and Convergence in Mathematical General Relativity - Stefan Suhr
Name: Stefan Suhr
Event: Program Geometry and Convergence in Mathematical General Relativity
Title: MINI COURSE 3/3 - Causality Beyond Manifolds: Exploration of causal structures in settings where manifolds are absent, drawing on techniques from topologically ordered spaces and metric geometry (Part 3)
Date: 2025-08-29 @2:00 PM
Location: SCGP 313
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Geometry and Convergence in Mathematical General Relativity - Robert McCann
Name: Robert McCann
Event: Program Geometry and Convergence in Mathematical General Relativity
Title: MINI COURSE 3/3 - Part III of Optimal Transport and Synthetic Ricci Curvature Bounds: A geometric approach to apriori estimates for optimal transport maps
Date: 2025-08-29 @11:15 AM
Location: SCGP 313
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Geometry and Convergence in Mathematical General Relativity - Ettore Minguzzi
Name: Ettore Minguzzi
Event: Program Geometry and Convergence in Mathematical General Relativity
Title: MINI COURSE 2/3 - Causality Theory for Cone Structures: Extensions to more general cone distributions on manifolds, including cases of upper semi-continuous, $C^0$, and Lipschitz regularity, as well as the Lorentz-Finsler generalization (Part 2).
Date: 2025-08-28 @2:00 PM
Location: SCGP 313
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Geometry and Convergence in Mathematical General Relativity - Robert McCann
Name: Robert McCann
Event: Program Geometry and Convergence in Mathematical General Relativity
Title: MINI COURSE 2/3 - Part II of Optimal Transport and Synthetic Ricci Curvature Bounds: Metric-Measure Spacetimes: a Nonsmooth Approach to Einstein's Theory of Gravity
Date: 2025-08-28 @11:15 AM
Location: SCGP 313
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Geometry and Convergence in Mathematical General Relativity - Robert McCann
Name: Robert McCann
Event: Program Geometry and Convergence in Mathematical General Relativity
Title: MINI COURSE 1/3 - Part I of Optimal Transport and Synthetic Ricci Curvature Bounds: Trading Linearity for Ellipticity: A Low Regularity Lorentzian Splitting Theorem
Date: 2025-08-27 @2:00 PM
Location: SCGP 313
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Geometry and Convergence in Mathematical General Relativity - Shinichi Ohta
Name: Shinichi Ohta
Event: Program Geometry and Convergence in Mathematical General Relativity
Title: Splitting Theorems for Weighted Finsler Spacetimes
Date: 2025-08-26 @11:15 AM
Location: SCGP 313
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Special Lecture - Jorge Santos
Name: Jorge Santos
Event: talk
Title: Cool Surprises Near Cool Horizons
Date: 2025-08-26 @11:15 AM
Location: SCGP 313
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Geometry and Convergence in Mathematical General Relativity - Lan-Hsuan Huang
Name: Lan-Hsuan Huang
Event: Program Geometry and Convergence in Mathematical General Relativity
Title: Einstein Constraint Equations, ADM Conserved Quantities, and Positive Mass Theorems
Date: 2025-08-26 @10:00 AM
Location: SCGP 313
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Geometry and Convergence in Mathematical General Relativity - Ettore Minguzzi
Name: Ettore Minguzzi
Event: Program Geometry and Convergence in Mathematical General Relativity
Title: MINI COURSE 1/3: Classical Causality Theory: An overview of causality theory in the smooth Lorentzian setting, emphasizing its role in global results such as singularity theorems (Part 1)
Date: 2025-08-25 @2:00 PM
Location: SCGP 313
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Geometry and Convergence in Mathematical General Relativity - Stacey Harris
Name: Stacey Harris
Event: Program Geometry and Convergence in Mathematical General Relativity
Title: An Intuitive Approach to Issues in Lorentzian Geometry and Beyond
Date: 2025-08-25 @11:15 AM
Location: SCGP 313
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Next
Featured Videos
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Name: Alexander Zamolodchikov
Title: Effective Field Theories and Integrability
Date: 2014-10-16 @11:00 AM
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Name: Thomas Hartman
Title: Replica manifolds, pole skipping, and the butterfly effect
Date: 2025-06-02 @10:00 AM
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Name: Kenji Fukaya
Title: How we shortcut Lagrangian Floer theory in 4 dimensional case
Date: 2014-08-27 @10:00 AM
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Name: Kostas Skenderis
Title: The AdS/CFT correspondence to all order
Date: 2025-05-28 @10:45 AM
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Name: Nathan Seiberg
Title: What is Quantum Field Theory?
Date: 2015-05-05 @2:45 PM
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Name: John Morgan
Title: A Topologist looks at Sheaf Theory
Date: 2013-10-31 @2:45 PM
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Name: Clifford Cheung
Title: Hidden Structures in Scattering
Date: 2025-04-16 @2:00 PM
All videos are the property of the Simons Center for Geometry and Physics. Redistribution, uploading to youtube, or commercial use is prohibited without written consent from the Simons Center for Geometry and Physics.