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306 LECTURES · PAGE 2 OF 13
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How to Train a Neural Net
Mathematics

How to Train a Neural Net

MIT · 80 MIN
Introduction to Deep Learning
Mathematics

Introduction to Deep Learning

MIT · 61 MIN
Deep Learning for Computer Vision: Building Convolutional Neural Networks from Scratch
Mathematics

Deep Learning for Computer Vision: Building Convolutional Neural Networks from Scratch

MIT · 77 MIN
Meta-Analysis
Mathematics

Meta-Analysis

YALE · 13 MIN
From Coin Flips to Clinical Trials: Introduction to Probability
Mathematics

From Coin Flips to Clinical Trials: Introduction to Probability

YALE · 12 MIN
Generalization Theory
Mathematics

Generalization Theory

MIT · 81 MIN
Architectures: Transformers
Mathematics

Architectures: Transformers

MIT · 75 MIN
Lecture 4: Rationalizability
Mathematics

Lecture 4: Rationalizability

MIT · 82 MIN
What is Statistical Significance? Clinical Trials Explained
Mathematics

What is Statistical Significance? Clinical Trials Explained

YALE · 11 MIN
Lecture 12: Finitely Repeated Games
Mathematics

Lecture 12: Finitely Repeated Games

MIT · 77 MIN
Generative Models: Representation Learning Meets Generative Modeling
Mathematics

Generative Models: Representation Learning Meets Generative Modeling

MIT · 81 MIN
Architectures: Memory
Mathematics

Architectures: Memory

MIT · 73 MIN
Architectures: Graphs
Mathematics

Architectures: Graphs

MIT · 81 MIN
Introduction to Individual Decision-Making
Mathematics

Introduction to Individual Decision-Making

MIT · 57 MIN
Generative Models: Conditional Models
Mathematics

Generative Models: Conditional Models

MIT · 82 MIN
Inference Methods for Deep Learning
Mathematics

Inference Methods for Deep Learning

MIT · 83 MIN
Sharp Projection Theorems, Part 2: AD Regular Case
Mathematics

Sharp Projection Theorems, Part 2: AD Regular Case

MIT · 81 MIN
Reflections on the Szemeredi-Trotter Theorem
Mathematics

Reflections on the Szemeredi-Trotter Theorem

MIT · 77 MIN
Volatility Modeling
Mathematics

Volatility Modeling

MIT · 82 MIN
Introduction to Financial Markets, Financial Terms and Concepts
Mathematics

Introduction to Financial Markets, Financial Terms and Concepts

MIT · 35 MIN
Lecture 13: Representation Learning Theory
Mathematics

Lecture 13: Representation Learning Theory

MIT · 75 MIN
Lecture 25: Common Knowledge
Mathematics

Lecture 25: Common Knowledge

MIT · 58 MIN
Signal Detection & ROC Curves: Optimizing Medical Software Decisions
Mathematics

Signal Detection & ROC Curves: Optimizing Medical Software Decisions

YALE · 12 MIN
Revenue Equivalence
Mathematics

Revenue Equivalence

MIT · 80 MIN
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