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351 LECTURES · PAGE 8 OF 15
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Learning from Complexity III
Mathematics

Learning from Complexity III

IAS · 68 MIN
(Quasi)-Periods Functions and Derivatives of Period Maps
Mathematics

(Quasi)-Periods Functions and Derivatives of Period Maps

IAS · 60 MIN
50 Years of Expansion in Groups
Mathematics

50 Years of Expansion in Groups

IAS · 124 MIN
A Syntomic Perspective on Integral Canonical Models
Mathematics

A Syntomic Perspective on Integral Canonical Models

IAS · 60 MIN
An Average-Degree Bound for Hamming Hypergraphs, with Applications to Optimal PAC Learning
Mathematics

An Average-Degree Bound for Hamming Hypergraphs, with Applications to Optimal PAC Learning

IAS · 111 MIN
On the Completions of General Period Mappings
Mathematics

On the Completions of General Period Mappings

IAS · 64 MIN
How to Sketch a Learning Algorithm
Mathematics

How to Sketch a Learning Algorithm

IAS · 61 MIN
Lorentzian Conformal Field Theory - Part 1
Mathematics

Lorentzian Conformal Field Theory - Part 1

IAS · 79 MIN
Heun-Connection Problem: A Unified Framework for Black Hole Amplitudes
Mathematics

Heun-Connection Problem: A Unified Framework for Black Hole Amplitudes

IAS · 45 MIN
Lorentzian Polynomials and Matroids over Triangular Hyperfields
Mathematics

Lorentzian Polynomials and Matroids over Triangular Hyperfields

IAS · 50 MIN
Linear Rates, Products, and Models
Mathematics

Linear Rates, Products, and Models

MIT · 80 MIN
Modularity of Special Cycles I
Mathematics

Modularity of Special Cycles I

IAS · 65 MIN
Tropical(ized) Quantum Field Theory and Global Tropical Sampling
Mathematics

Tropical(ized) Quantum Field Theory and Global Tropical Sampling

IAS · 68 MIN
Cohomologous Symplectic Forms with Different Gromov Widths
Mathematics

Cohomologous Symplectic Forms with Different Gromov Widths

IAS · 62 MIN
The Bourgain Projection Theorem, Part 2
Mathematics

The Bourgain Projection Theorem, Part 2

MIT · 77 MIN
Probability Theory (cont.); Stochastic Processes I
Mathematics

Probability Theory (cont.); Stochastic Processes I

MIT · 80 MIN
Random Walks on Finite Groups, Part 3
Mathematics

Random Walks on Finite Groups, Part 3

MIT · 83 MIN
Lecture 17: Huffman Coding
Mathematics

Lecture 17: Huffman Coding

MIT · 78 MIN
Introduction to Linear Programming
Mathematics

Introduction to Linear Programming

MIT · 74 MIN
Fundamental Methods of Projection Theory
Mathematics

Fundamental Methods of Projection Theory

MIT · 80 MIN
Applying Data Science and Artificial Intelligence to Managing Biomedical Portfolios
Mathematics

Applying Data Science and Artificial Intelligence to Managing Biomedical Portfolios

MIT · 81 MIN
Regression Analysis (cont.)
Mathematics

Regression Analysis (cont.)

MIT · 83 MIN
Linear Algebra
Mathematics

Linear Algebra

MIT · 81 MIN
Contagious Structure in Projection Theory
Mathematics

Contagious Structure in Projection Theory

MIT · 77 MIN
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