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Summer Graduate School Foundations and Frontiers of Probabilistic Proofs (Virtual School)
Show Schedules
- Alessandro Chiesa: Welcome: Introduction to the summer school
- Alessandro Chiesa: Lecture A.1: Intro to IPs
- Tom Gur: Lecture B.1: Intro to PCPs
- Alessandro Chiesa: Lecture A.2: Sumcheck Protocol
- Tom Gur: Lecture B.2: Linearity Testing
- Alessandro Chiesa: Lecture A.3: IP for PSPACE
- Tom Gur: Lecture B.3: Low-Degree Testing
- Alessandro Chiesa: Lecture A.4: Doubly-Efficient IPs
- Tom Gur: Lecture B.4: FRI Protocol
- Alessandro Chiesa: Lecture A.5: Zero-Knowledge IPs
- Tom Gur: Lecture B.5: Analysis of FRI
- Alessandro Chiesa: Lecture A.6: Limitations of IPs
- Tom Gur: Lecture B.6: Exp-size PCP
- Alessandro Chiesa: Lecture A.7: Intro to IOPs
- Tom Gur: Lecture B.7: Poly-size PCP
- Alessandro Chiesa: Lecture A.8: Linear-size IOP for Circuits
- Tom Gur: Lecture B.8: PCPs with Sublinear Verification
- Alessandro Chiesa: Lecture A.9: Linear-Size IOP for Machines
- Tom Gur: Lecture B.9: Proof Composition
- Alessandro Chiesa: Lecture A.10: Limitations of PCPs and IOPs
- Tom Gur: Lecture B.10: Applications of PCPs
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Summer Graduate School Random Conformal Geometry (Virtual School)
Show Schedules
- Welcome and Introductions
- Mario Bonk, Steffen Rohde, Fredrik Viklund: Geometric function theory and quasiconformal maps: Lecture 1
- Mario Bonk, Steffen Rohde, Fredrik Viklund: Geometric function theory and quasiconformal maps: Lecture 2
- Clément Hongler: Planar lattice models and Conformal Field Theory: Lecture 1
- Mario Bonk, Steffen Rohde, Fredrik Viklund: Geometric function theory and quasiconformal maps: Lecture 3
- Clément Hongler: Planar lattice models and Conformal Field Theory: Lecture 2
- Wei Qian: Lectures on the Brownian loop-soup: Lecture 1
- Mario Bonk, Steffen Rohde, Fredrik Viklund: Geometric function theory and quasiconformal maps: Lecture 4
- Wei Qian: Lectures on the Brownian loop-soup: Lecture 2
- Wei Qian: Lectures on the Brownian loop-soup: Lecture 3
- Mario Bonk, Steffen Rohde, Fredrik Viklund: Geometric function theory and quasiconformal maps: Lecture 5
- Mario Bonk, Steffen Rohde, Fredrik Viklund: Geometric function theory and quasiconformal maps: Lecture 6
- Gregory Lawler: The TLAs of the Conformally Invariant World: Lecture 1
- Gregory Lawler: The TLAs of the Conformally Invariant World: Lecture 2
- Gregory Lawler: The TLAs of the Conformally Invariant World: Lecture 3
- Wang Yilin: Around the Loewner energy: Lecture 1
- Gregory Lawler: The TLAs of the Conformally Invariant World: Lecture 4
- Wang Yilin: Around the Loewner energy: Lecture 2
- Gregory Lawler: The TLAs of the Conformally Invariant World: Lecture 5
- Wang Yilin: Around the Loewner energy: Lecture 3
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Workshop [Online] Workshop on Mathematics and Racial Justice
Show Schedules
- Welcome and Overview of the Workshop Expectations
- Robert Berry: Keynote: Seeking racial equity and social justice in mathematics teaching and learning
- Rediet Abebe: Keynote: Roles for Computing in Social Change
- Panel: What to expect over the next 5 days
- Welcome: Bias in Algorithms and Technology
- Sharad Goel: Plenary Talk: Designing for Equity
- Maria De-Arteaga: Plenary Talk: Sources and consequences of algorithmic bias
- Welcome: Public Health Disparities
- Darius McDaniel: Plenary Talk: The Pandemic within The Pandemic
- Emma Benn: Plenary Talk: Race and causality in health disparities research: time for a necessary paradigm shift
- Welcome: Racial Inequities in Mathematics Education
- Brittany Mosby: Plenary Talk: Teaching to Transgress: Mathematics as a tool for social justice
- Danny Martin: Plenary Talk: Rethinking Equity and Inclusion as Racial Justice Models in Mathematics (Education)
- Welcome: Fair Division, Allocation, and Representation
- Michael Jones: Plenary Talk: Elections and Representation
- Stephanie Somersille: Plenary Talk: Once in a Decade Opportunity to Address Gerrymandering
- Michael Jones: Plenary Talk: Fair Division and Allocation
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Summer Graduate School Sparsity of Algebraic Points (Virtual School)
Show Schedules
- Philipp Habegger: Sparsity of Algebraic Points: Part 1
- Philipp Habegger: Sparsity of Algebraic Points: Part 2
- Philipp Habegger: 0-Minimal Geometry Part 1
- Philipp Habegger: 0-Minimal Geometry Part 2
- Philipp Habegger: Pila-Wilkie Theorem and Transcendence
- Philipp Habegger: Manin-Mumford and André Oort Part 1
- Philipp Habegger: Manin-Mumford and André Oort Part 2
- Philipp Habegger: Unlikely Intersections
- Philipp Habegger: The Legendre Family of Elliptic Curves
- Hector Pasten: Lecture 1- From Rational Approximations to Diophantine Equations
- Hector Pasten: Lecture 2- From Rational Approximations to Diophantine Equations
- Hector Pasten: Lecture 3: Reminder of Algebraic Geometry- Sheaves and Divisors
- Hector Pasten: Lecture 4: Heights and Weil Functions
- Hector Pasten: Lecture 5- Integral Points in Higher Dimensional Varieties
- Hector Pasten: Lecture 6: The Main Conjectures
- Hector Pasten: Lecture 7: Bűchis Problem: a Case Study
- Hector Pasten: Lecture 8: The Filtration Method
- Hector Pasten: Lecture 9: Further Applications of the Subspace Theorem
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