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1
Intro
2
Hierarchical clustering (HC)
3
Practical HC algorithms
4
Application: phylogenetic tree
5
Almost correct tree
6
Our settings
7
Classification in HC settings
8
PAC Learning: Algorithm
9
PAC Learning: Sample Complexity
10
Naive generalization of VC dimension
11
Natarajan dimension for HC: Lower Bound
12
Tree Building
13
Choosing contradictory constraints
14
Proof Outline
15
Non-binary trees
16
k-tuples
17
Non-realizable case
18
Online settings
19
Conclusion
Description:
Save Big on Coursera Plus. 7,000+ courses at $160 off. Limited Time Only! Grab it Explore the intricacies of hierarchical tree representation learning in this Google TechTalk presented by Dmitrii Avdyukhin. Delve into optimal sample complexity bounds for various learning settings, including PAC learning and online learning. Discover how tight bounds of Natarajan and Littlestone dimensions contribute to the problem's solution. Learn about efficient tree classifier construction methods that operate in near-linear time. Gain insights into hierarchical clustering, practical algorithms, and applications in phylogenetic trees. Examine the challenges of classification in hierarchical clustering settings and understand the nuances of PAC Learning algorithms and sample complexity. Investigate the generalization of VC dimension, Natarajan dimension for hierarchical clustering, and tree building techniques. Explore non-binary trees, k-tuples, non-realizable cases, and online settings to broaden your understanding of tree learning algorithms and their sample complexity.

Tree Learning: Optimal Algorithms and Sample Complexity - Hierarchical Clustering and PAC Learning

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