5. Excess Risk Decomposition
We introduce the notions of approximation error, estimation error, and optimization error. While these concepts usually show up in more advanced courses, they will help us frame our understanding of the very practical issue of trading off between the choice of hypothesis space, the amount of data we have, and how long we run our optimization algorithms. In particular, it will helps us understand why "better" optimization methods (such as quasi-Newton methods) may not find prediction functions that generalize better, despite finding better optima. Access the full course at https://bloom.bg/2ui2T4q

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4. Stochastic Gradient Descent

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22. Bagging and Random Forests

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26. Gaussian Mixture Models

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20. Classification and Regression Trees

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8. Loss Functions for Regression and Classification

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How to Think About Risk with Howard Marks

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This Is How OpenAI Goes Broke

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Weird Things Happen When Energy Goes Negative

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System Design Explained: APIs, Databases, Caching, CDNs, Load Balancing & Production Infra

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23. Gradient Boosting

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Machine Learning: Multiclass Classification

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Introduction to TensorFlow 2.0: Easier for beginners, and more powerful for experts (TF World '19)

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Physicist Brian Cox explains quantum physics in 22 minutes

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Gradient descent, how neural networks learn | Deep Learning Chapter 2

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Discussing the Science Behind F1’s New Rule Changes (feat. Lewis Hamilton)

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Why CERN Is Trying to Make Two Higgs Bosons at Once

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The 7 Reasons Most Machine Learning Funds Fail Marcos Lopez de Prado from QuantCon 2018

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How To Think SO Clearly People Assume You're Brilliant

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18. Bayesian Methods

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