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 - 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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2025 Simons Physics Summer Workshop - Georges Obied
Name: Georges Obied
Event: 2025 Simons Physics Summer Workshop
Title: Intro to Modern Cosmology and the Evidence for a Fading Dark Sector
Date: 2025-08-15 @10:00 AM
Location: SCGP 102
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2025 Simons Physics Summer Workshop - Leonardo Rastelli
Name: Leonardo Rastelli
Event: 2025 Simons Physics Summer Workshop
Title: Bootstrap Constraints on the S-Matrix of (super)gravity
Date: 2025-08-14 @10:00 AM
Location: SCGP 102
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2025 Simons Physics Summer Workshop - Zohar Komargodski
Name: Zohar Komargodski
Event: 2025 Simons Physics Summer Workshop
Title: The No-Hair theorem, Gibbs Uniqueness, and Persistent Order
Date: 2025-08-13 @11:00 AM
Location: Smith Point
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Featured Videos
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Name: Simon Donaldson
Title: Kahler-Einstein Metrics on Fano Manifolds
Date: 2013-04-23 @1:00 PM
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Name: Nikita Nekrasov
Title: BPS/CFT correspondence
Date: 2013-01-23 @2:30 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: Leonard Susskind
Title: TBA
Date: 2025-10-21 @11:15 AM
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Name: Christina Sormani
Title: Mini-Course #1 - General Relativity and Intrinsic Flat Convergence: Ambrosio-Kirchheim Theory and Integral Current Spaces (Part 1)
Date: 2025-09-02 @11:15 AM
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Name: Kenji Fukaya
Title: Gluing Analysis and Exponential Decay Estimate for Pseudo-holomorphic Curve with Bubbles
Date: 2012-09-06 @1:00 PM
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Name: Jonathan Heckman
Title: Cobordism Utopia
Date: 2025-08-04 @10:00 AM
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.