Ali Ghodsi, Lec 6: Spectral Clustering, Laplacian Eigenmap, MVU
Ali Ghodsi's lecture on January 24, 2017 for STAT 442/842: Data Visualization, held at the University of Waterloo. Continuation of Spectral Clustering algorithm. Extension to the Laplacian Eigenmap dimensionality reduction technique. Towards a unified framework: how all dimensionality reduction algorithms so far are essentially variations of kernel-PCA. Using this insight, introduce the semidefinite optimization problem of Maximum Variance Unfolding to find the "best" kernel.

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Ali Ghodsi, Lec 7: MVU, Action Respecting Embedding, Supervised PCA

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Ali Ghodsi, Lec 5: LLE, Spectral Clustering

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Ali Ghodsi, Lec 4: MDS, Isomap, LLE

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Spectral Graph Theory For Dummies

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Ali Ghodsi, Lec 1: Principal Component Analysis

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Laplacian intuition

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JANITOR vs THE BIGGEST GUYS IN THE GYM. They Didn’t Expect THAT

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A Step-by-Step Guide to Spectral Clustering

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Trump Sends Vance to Concede to Iran & Reflecting Pool Is Filled with Corruption | The Daily Show

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35. Finding Clusters in Graphs

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I Investigated The World's Skinniest vs Fattest City

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MIT Just Revealed the AI Bubble's Fatal Flaw

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Ali Ghodsi, Lec 14: Autoencoders, Clustering, Mixture of Gaussians

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You Know This Song (but the Orchestra Doesn’t) | Jacob Collier & VSO School of Music Orchestra | TED

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Ali Ghodsi, Lec 12: Neural Networks, Autoencoders, Word2Vec

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The Unreasonable Effectiveness of Spectral Graph Theory: A Confluence of Algorithms, Geometry & ...

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Lecture 4 - Spectral Clustering

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Judge Can’t Stop Laughing At Sovereign Citizen’s Courtroom Meltdown!!!

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Ali Ghodsi, Lec 2: PCA (Ordinary, Dual, Kernel)

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