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alg-ml >> {ridgeBART}; miss >> resource; proj-dev >> git proj; quarto >> param render, output options; sql >> r permissions
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<a href="./qmd/experiments-stepped-wedge-cluster-design.html" class="sidebar-item-text sidebar-link">
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<p>Initially, I had no intent of publicly releasing these notes, so I haven’t attributed all the authors of the content inside this notebook. If you see your work and want credit, please let me know.</p>
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<p>This is a live document that’s frequently updated.</p>
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<p>Also, if you see any mistakes or have any questions, please open an issue at the github <a href="https://github.com/ercbk/Data-Science-Notebook">repository</a>.</p>
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<p>Cover designed by Google Imagen 3</p>
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<script>var lightboxQuarto = GLightbox({"openEffect":"zoom","descPosition":"bottom","selector":".lightbox","loop":false,"closeEffect":"zoom"});
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_book/qmd/algorithms-ml.html

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<li>Peforms extremely well when the dataset contains many noise variables, and when significant high-order interactions are present alongside non-significant low-order interactions. In these scenarios, the proposed method outperforms other methods, including the random forest.</li>
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<li><span style="color: #990000">{</span><a href="https://cran.r-project.org/web/packages/SoftBart/index.html" style="color: #990000">SoftBart</a><span style="color: #990000">}</span> - Sparsity inducing soft decision trees. Overcomes smoothness and curse of dimensionality limitations of other tree methods</li>
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<li><span style="color: #990000">{</span><a href="https://github.com/ryanyee3/ridgeBART" style="color: #990000">ridgeBART</a><span style="color: #990000">}</span> (<a href="https://arxiv.org/abs/2411.07984">Paper</a>) - Uses trees that output linear combinations of ridge functions, which compose affine transformations of the inputs with a non-linearity, i.e.&nbsp;a Bayesian ensemble of localized neural networks with a single hidden layer.
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<li>Whereas the original BART model approximates functions with piecewise constant step functions, ridgeBART approximates functions with piecewise continuous functions</li>
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<li>Outperformed the original BART model and GP-based extensions in terms of predictive accuracy and computation time on both targeted smoothing and general regression problems.</li>
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<li><u>Classification</u>
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