Are deep learning methods always effective for time-series forecasting? Based on Christoph Bergmeir’s NeurIPS 2024 talk, this post discusses model limits and evaluation traps.
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From Principal Component Regression (PCR) to Partial Least Squares (PLS)
PCR and PLSR are common dimensionality-reduction regression methods under multicollinearity. This post derives their logic and explains how PLSR brings in response relevance.
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Benford's Law and Statistical Fraud Detection
When data looks too perfect, it may have drifted away from reality. Starting from Benford’s Law, this post reveals statistical fingerprints hidden in fabricated data.
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The Illustrated Guide to a Ph.D.
Every fall, Matt Might explains what a Ph.D. means to new doctoral students. This post uses that classic illustration to describe knowledge accumulation through doctoral research.
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Neural Scaling Laws: From Kaplan to Chinchilla
A summary of empirical scaling laws from Kaplan to Chinchilla, with a brief discussion of tree models and scaling laws.
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The Statistical Crisis in Science
Hypothesis testing is powerful but assumption-bound; statistical significance does not make a conclusion true, and anyone without statistical literacy can accidentally commit statistical malpractice.
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Tree-Based Models Are Still SOTA for Tabular Data: XGBoost, LightGBM, and CatBoost
Why are boosted trees still such strong baselines for structured tabular data? This post compares XGBoost, LightGBM, and CatBoost by technical focus and best-fit use cases.
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From LLM to VLM: How Language Models Learn Visual Understanding
A technical overview of the path from language-only models to vision-language models, covering CLIP, VLMs, diffusion guidance, and native multimodal tokenization.
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From Euclidean Space to Manifold Topology: Dimensionality Reduction for High-Dimensional Data
A deep dive from linear-preserving methods such as PCA and MDS to nonlinear manifold methods such as t-SNE and UMAP, with their mathematical intuition and technical tradeoffs.
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Anscombe's Quartet: Visualization and Statistical Illusions
Are calculations precise while charts are rough? Francis Anscombe’s quartet challenges that belief and shows why exploratory data analysis matters in statistical inference.