Christoph Molnar 🦋 christophmolnar.bsky.social
@ChristophMolnar
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Author of Interpretable Machine Learning https://t.co/gJKlTA2deP | Newsletter: https://t.co/6fQuMr8yI8
Munich
Joined July 2012
Neural networks with only linear layers would result in linear models. Because a linear combination of linear functions is again linear. Nothing would be gained by adding more layers.
ML folks, does anyone have a good resource/explanation for *why* the use of non-linear functions (e.g. ReLU) in neural networks and why they work so well? . My simplified version is:. Combine enough straight (linear) and non-straight (non-linear) lines and you can draw a
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I just found a great introduction to embedding. The book is comprehensive yet short. Historical encoding tools, neural nets, and production - all covered. Fantastic job by @vboykis. Thanks for making it free to read!. Looking forward to diving in.
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The first version of my online book on Interpretable Machine Learning is out! . I am very excited to release it. It's a guide for making machine learning models explainable. #interpretableML #iml #ExplainableAI #xai #MachineLearning #DataScience
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@nntaleb Bayes' theorem: P(H | D) = P(D | H) P(H) / P(D). Conspiracy' theorem: P(H | D) = P(H). where. H: Hypothesis.D: Data.P(H): prior belief.P(D): evidence.P(D | H): likelihood.P(H | D): posteriori belief.
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