In what sense is logistic regression a linear model?
Simple meaning
It is linear in the log-odds, not in the probability.
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It is linear in the log-odds, not in the probability.
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A small change in data can pick a different first split and rearrange the whole tree.
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Some implementations learn surrogate splits that mimic the primary split when a value is missing.
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max_depth caps the longest path and is a coarse global budget.
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Forest error falls when individual trees are strong and when their errors are weakly correlated.
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Vote fractions from deep trees tend to pile up near 0 and 1.
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A second-order, Newton-style step uses the Hessian of the loss, not only the gradient.
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Subsampling rows each round, as in stochastic gradient boosting, makes trees less correlated and faster.
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A monotonic constraint forces the prediction to rise or fall as a feature rises, matching a business rule such as risk increasing with debt.
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Hold out a validation set, or use a CV fold, and stop when the evaluation metric stops improving for a patience window.
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The dual writes the decision function as a weighted sum of kernel evaluations against training points.
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Training complexity grows poorly with n, often between quadratic and cubic depending on the solver.
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One-vs-rest trains K binary models and is cheaper when K is large.
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Use approximate nearest neighbor indexes such as HNSW, IVF, or Annoy to trade a little recall for latency.
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Cosine ignores vector length and fits sparse text or l2-normalized embeddings.
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A GMM treats clusters as Gaussians with their own covariances and uses soft assignments.
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The gap statistic compares observed within-cluster dispersion with that of a null reference distribution.
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In high dimensions, Euclidean K-means suffers from distance concentration, so a PCA or autoencoder projection can help.
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If X is centered, the right singular vectors of X are the principal axes and the squared singular values relate to explained variance.
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