Clustering and Classification From the Core to the Edge - Thomas Strohmer, California University

Clustering and Classification From the Core to the Edge - Thomas Strohmer, California University

Alan Turing Institute via YouTube Direct link

Intuition

14 of 31

14 of 31

Intuition

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Clustering and Classification From the Core to the Edge - Thomas Strohmer, California University

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  1. 1 Intro
  2. 2 Outline
  3. 3 Unsupervised Learning via diffusion maps
  4. 4 Spectral clustering: learning the shape of data
  5. 5 Spectral clustering, graph cuts, community detection
  6. 6 Data clustering and unsupervised learning
  7. 7 Limitation of k-means
  8. 8 Kernel k-means and nonlinear embedding
  9. 9 Laplacian eigenmaps, k-means, spectral clustering
  10. 10 Comments on spectral clustering
  11. 11 A graph cut perspective
  12. 12 RatioCut and the graph Laplacian
  13. 13 Convex relaxation of RatioCut
  14. 14 Intuition
  15. 15 Finding the optimal graph cut via SDP relaxation
  16. 16 A short tour of the proof - Game of Cones
  17. 17 Spectral clustering for two concentric circles
  18. 18 Community detection under stochastic block model
  19. 19 Graph cuts and the stochastic block model
  20. 20 Semisupervised clustering
  21. 21 The Age of Surveillance Capitalism
  22. 22 What happens on the edge, stays on the edge!
  23. 23 Al on the edge
  24. 24 Challenges of on-device machine learning
  25. 25 Compressive machine learning
  26. 26 Compressive classification
  27. 27 Compressive deep learning
  28. 28 Construction of projection matrix
  29. 29 Structured manifold projection
  30. 30 Initial results on MNIST dataset
  31. 31 Conclusion and Outlook

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