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1
Introduction
2
Origins of Factor Analysis
3
The Experiment
4
The Rotation Problem
5
Generics Algorithm
6
Generics Theorem
7
Applications
8
Phylogenetic Reconstruction
9
Hidden Markov Model
10
Solid Genetic Reconstruction
11
Distance Function
12
Changs Lemma
13
Conditional Independence
14
Path Learning
15
Orbit Retrieval
16
Orbit Tensor Decomposition
17
The Blueprint
18
Whats Next
Description:
Explore recent advancements in high-dimensional learning through this lecture by MIT's Ankur Moitra at the Simons Institute's Probability, Geometry, and Computation in High Dimensions Boot Camp. Delve into the origins of factor analysis, examining the rotation problem and generics algorithm. Discover applications in phylogenetic reconstruction and hidden Markov models. Investigate solid genetic reconstruction, distance functions, and Chang's Lemma. Analyze conditional independence, path learning, and orbit retrieval. Gain insights into orbit tensor decomposition and explore future directions in this field.

Recent Progress in High-Dimensional Learning

Simons Institute
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