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Summer Graduate School Topological and Geometric Structures in Low Dimensions (SLMath)
Show Schedules
- James Farre: Course 1: Teichmüller Theory and Hyperbolic 3-Manifolds
- Kathryn Mann: Course 2: Anosov Flows on 3-Manifolds
- Kathryn Mann: Course 2: Anosov Flows on 3-Manifolds
- Kenneth Bromberg: Course 1: Teichmüller Theory and Hyperbolic 3-Manifolds
- Kenneth Bromberg: Course 1: Teichmüller Theory and Hyperbolic 3-Manifolds
- Kathryn Mann: Course 2: Anosov Flows on 3-Manifolds
- Kathryn Mann: Course 2: Anosov Flows on 3-Manifolds
- Kenneth Bromberg: Course 1: Teichmüller Theory and Hyperbolic 3-Manifolds
- Kenneth Bromberg: Course 1: Teichmüller Theory and Hyperbolic 3-Manifolds
- Kathryn Mann: Course 2: Anosov Flows on 3-Manifolds
- Kathryn Mann: Course 2: Anosov Flows on 3-Manifolds
- Kenneth Bromberg: Course 1: Teichmüller Theory and Hyperbolic 3-Manifolds
- James Farre: Course 1: Teichmüller Theory and Hyperbolic 3-Manifolds
- Kathryn Mann: Course 2: Anosov Flows on 3-Manifolds
- Kathryn Mann: Course 2: Anosov Flows on 3-Manifolds
- James Farre: Course 1: Teichmüller Theory and Hyperbolic 3-Manifolds
- James Farre: Course 1: Teichmüller Theory and Hyperbolic 3-Manifolds
- Ian Agol: Course 2: Fibered 3-manifolds
- Kathryn Mann: Course 2: Anosov Flows on 3-Manifolds
- James Farre: Course 1: Teichmüller Theory and Hyperbolic 3-Manifolds
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Summer Graduate School Geometry and Dynamics in Higher Rank Lie Groups (UC Berkeley)
Show Schedules
- Pierre-Louis Blayac: Real hyperbolic spaces and their isometry groups
- Pierre-Louis Blayac: Real hyperbolic spaces and their isometry groups
- Pierre-Louis Blayac: Gromov hyperbolicity and convergence group actions
- Pierre-Louis Blayac: Gromov hyperbolicity and convergence group actions
- Pierre-Louis Blayac: Flag manifolds of SL(d,R) and transverse, Anosov, and relative Anosov groups
- Pierre-Louis Blayac: Flag manifolds of SL(d,R) and transverse, Anosov, and relative Anosov groups
- Pierre-Louis Blayac: Symmetric space, Busemann functions, Gromov product, flows
- Pierre-Louis Blayac: Symmetric space, Busemann functions, Gromov product, flows
- Andrew Zimmer: Structure of limit sets
- Andrew Zimmer: Patterson-Sullivan measures in rank one
- Andrew Zimmer: Patterson-Sullivan measures in higher rank
- Wenyu Pan: Affinity exponents and Hausdorff dimension of limit sets
- Andrew Zimmer: Patterson-Sullivan measures in higher rank
- Wenyu Pan: Affinity exponents and Hausdorff dimension of limit sets
- Andrew Zimmer: Patterson-Sullivan measures in higher rank
- Wenyu Pan: Stationary measures and Lyapunov dimension
- Andrew Zimmer: Entropy rigidity for Hitchin representations
- Wenyu Pan: Stationary measures and Lyapunov dimension
- Wenyu Pan: Entropy growth argument for Bernoulli convolution
- Wenyu Pan: Entropy growth argument for Bernoulli convolution
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Summer Graduate School Computer Assisted Proofs in Applied Mathematics (SLMath)
Show Schedules
- Jonathan Jaquette: Morning Session 1: Introduction to Computer Assisted Proofs in Applied Math
- Evelyn Sander: Morning Session 2: Software Installation, Interval Arithmetic
- Evelyn Sander: Morning Session 1: Matrices, Norms, Projections, Gershgorin Circles
- Jonathan Jaquette: Afternoon Session 1: Branch and Bound and Higher Order Integration Methods
- Evelyn Sander: Morning Session 1: Interval Newton's Method
- Jonathan Jaquette: Afternoon Session 1: The Newton-Kantorovich Theorem
- Morning Session 1: Solving Ordinary Differential Equations Using Infinite Series
- Jonathan Jaquette: Morning Session 2: Functional Framework of Taylor Methods
- Evelyn Sander: Morning Session 1: Fast Spectral Methods in Theory and Practice (FFT)
- Evelyn Sander: Afternoon Session 1: Fast Spectral Methods in Theory and Practice (FFT)
- Jonathan Jaquette: Afternoon Session 2: Solving Periodic Orbits with Fourier Series
- Evelyn Sander: Morning Session 1: Continuation with Respect to a Variable
- Jonathan Jaquette: Afternoon Session 1: Bifurcation
- Jonathan Jaquette: Morning Session 1: CAP in infinite dimensions: Solving an IVP
- Evelyn Sander: Afternoon Session 1: Boundary Value Problems
- Jonathan Jaquette: Morning Session 1: CAP in infinite dimensions: Solving a periodic solution
- Evelyn Sander: Afternoon Session 1: Higher Dimensional Problems
- Evelyn Sander: Morning Session 1: Numerics Using Chebyshev Polynomials
- Jonathan Jaquette: Afternoon Session 1: Functional Framework of Chebyshev series
- Jonathan Jaquette, Evelyn Sander: Morning Session 1: Looking Forward: Current Trends in the Field
- Afternoon Session 2: Presentation of Long Term Projects and Wrap Up
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Summer Graduate School Principled Scientific Discovery with Formal Methods (IBM, Yorktown)
Show Schedules
- Welcome to IBM Research; Background and Motivation
- Welcome with SLMath Director
- Data Driven Discovery I
- Data Driven Discovery II
- Data Driven Discovery III
- Data Driven Discovery Tutorial
- Knowledge Based Discovery I
- Knowledge Based Discovery II
- Knowledge Based Discovery III
- Knowledge Based Discovery IV
- Knowledge Based Discovery V
- Knowledge Based Discovery Applications
- Integrated Discovery I
- Integrated Discovery II
- Integrated Discovery III
- Integrated Discover Applications
- Integrated Discovery Tutorial
- Visiting Lecturer
- Beyond Hypotheses Generation I
- Beyond Hypotheses Generation II
- Beyond Hypotheses Generation III
- Beyond Hypotheses Generation IV
- Beyond Hypotheses Generation Applications
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Summer Graduate School Noncommutative Algebraic Geometry (Antwerp, Belgium)
Show Schedules
- Algebraic Models for Spaces: Lecture 1
- Homological Mirror Symmetry: Lecture 1
- Homological Mirror Symmetry: Lecture 2
- Algebraic Models for Spaces: Lecture 3
- Algebraic Models for Spaces: Lecture 4
- Homological Mirror Symmetry: Lecture 3
- Homological Mirror Symmetry: Lecture 4
- Homological Mirror Symmetry: Lecture 5
- Algebraic Models for Spaces: Lecture 5
- Homological Mirror Symmetry: Lecture 6
- Algebraic Models for Spaces: Lecture 6
- Homological Mirror Symmetry: Lecture 7
- Algebraic Models for Spaces: Lecture 7
- Algebraic Models for Spaces: Lecture 8
- Homological Mirror Symmetry: Lecture 8
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Summer Graduate School Graphical Models in Algebraic Combinatorics (SLMath)
Show Schedules
- Melissa Sherman-Bennett: Lecture A
- Anna Weigandt: Lecture B
- Christian Gaetz: Lecture A
- David Keating: Lecture B
- Melissa Sherman-Bennett: Lecture A
- David Keating: Lecture B
- Christian Gaetz: Lecture A
- Anna Weigandt: Lecture B
- Melissa Sherman-Bennett: Lecture A
- David Keating: Lecture B
- Christian Gaetz: Lecture A
- Anna Weigandt: Lecture B
- Melissa Sherman-Bennett: Lecture A
- David Keating: Lecture B
- Christian Gaetz: Lecture A
- Anna Weigandt: Lecture B
- Christian Gaetz: Lecture A
- David Keating: Lecture B
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Summer Graduate School New Perspectives on Discriminants and Applications (Leipzig, Germany)
Show Schedules
- Eliana Duarte: Algebraic varieties and elimination
- Serkan Hosten: Introduction to toric varieties, part I
- Eliana Duarte: Introduction to toric varieties, part II
- Serkan Hosten: Introduction to algebraic statistics
- Eliana Duarte: Discriminants à la Gelfand-Kapranov-Zelevinsky (GKZ)
- Simon Telen: Positive toric varieties and the moment map
- Eliana Duarte: Algebraic varieties with ML degree one
- Simon Telen: GKZ systems and Euler integrals
- Simon Telen: A mathematician's view on CHY amplitudes
- Serkan Hosten: Maximum likelihood degree
- Serkan Hosten: Likelihood geometry of toric varieties
- Simon Telen: Amplitudes of toric varieties: an introduction to positive geometry and adjoints
- Eliana Duarte: Horn parametrization of statistical models
- Serkan Hosten: Variation of the ML degree and principal A-determinant
- Simon Telen: Discriminants as singular loci of Euler integrals
- Eliana Duarte: Geometric modeling meets algebraic statistics
- Serkan Hosten: Euler stratification of toric varieties
- Simon Telen: Landau discriminants for Feynman integrals
- Eliana Duarte: Toric varieties with ML degree one
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Summer Graduate School Mathematics of Sea Ice and Polar Ecosystems (Fairbanks, Alaska)
Show Schedules
- Kenneth Golden: Sea ice microstructure and percolation
- Kyle Dillapaine: Introduction to life within sea ice
- Kenneth Golden: Intro to homogenization
- Daniel Hallman: Homogenization and the analytic continuation method
- Christian Sampson: Data assimilation and remote sensing I
- Christian Sampson: Data assimilation and remote sensing II
- Jody Reimer: Polar bear movement models I
- Jody Reimer: Polar bear movement models II
- Andrew Mahoney: Overview of sea ice geophysics and remote sensing
- Kenneth Golden: Introduction to fractals
- Jody Reimer: Spatial heterogeneity and uncertainty quantification
- Kenneth Golden: Mathematics of climate
- Abby Hardin-Kohli: Ecological tipping
- Jody Reimer: Matrix population models
- Final lecture - TBD
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MSRI-UP MSRI-UP 2025: Quantitative Justice
Show Schedules
- Final Research Presentations: Opening Remarks
- Genesis Encarnacion, Denise Gonzalez - Cruz, Kaili Martinez-Beasley: Defunding Sexual Healthcare: A Topological Investigation of Resource Accessibility
- Leilani Field-Ridley, Keliel Soto-Ortiz, Bakari Wiltshire: Traffic Stops and Prison Profits: Analyzing the Connection within Florida
- Audrey Garcia, Genesis Gomez, Kaelem Walker: A Correlation & Regression Analysis of Social Vulnerability and Covid-19 in California Counties
- Aylin Ambriz, Crystela Herrera, Derek Price: Analyzing Access to DMV Locations in California: A Persistence Homology Approach
- Jillian Alexander, Sona Estrada Rivera, Aden Mobley: Underrepresentation Theory: Examining the Approach to Current Data Collection on Underrepresented People in Mathematics
- Raymond Kasei, Sal Pena, Cristobal Zuniga: Modeling Valley Fever Incidence Using Social Vulnerability and Environmental Predictors
- Final Research Presentations: Closing Remarks
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Summer Graduate School Statistical Optimal Transport (SLMath)
Show Schedules
- Marcel Nutz: Course 1 Lecture
- Marcel Nutz: Course 1 Lecture
- Marcel Nutz: Course 1 Lecture
- Marcel Nutz: Course 1 Lecture
- Jonathan Niles Weed: Course 2 Lecture
- Jonathan Niles Weed: Course 2 Lecture
- Jonathan Niles Weed: Course 2 Lecture
- Promit Ghosal: Course 1 Lecture
- Promit Ghosal: Course 2 Lecture
- Promit Ghosal: Course 1 Lecture
- Promit Ghosal: Course 2 Lecture
- Promit Ghosal: Course 1 Lecture
- Promit Ghosal: Course 2 Lecture