Learn then Test: Calibrating Predictive Algorithms to Achieve Risk Control
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Updated
Nov 17, 2024 - Jupyter Notebook
Learn then Test: Calibrating Predictive Algorithms to Achieve Risk Control
The MultipleTesting package offers common algorithms for p-value adjustment and combination and more…
Solutions of applied exercises contained in "An Introduction to Statistical Learning with Applications in Python", by Tibshirani et al, edition 2023
Statistical inference for Sharpe ratios: probabilistic Sharpe ratio, minimum track record length, and FDR/FWER corrections for screening many strategies
Statistical inference of recent positive selection using IBD segments
Repository for R and Python packages and reproduction codes in Weighted Conformalized Selection paper
This repository contains a collection of functions to evaluate investment strategies regarding multiple testing concerns.
A Shiny app for graphical multiplicity control
Fast exact grid search and backtesting of moving-average crossover strategies, with vectorized evaluation and multiple-testing-aware Sharpe diagnostics.
Sequential Hypothesis Testing with e-Values and p-Values
A FDR controlling procedure based on hidden Markov random field (Biometrics-15 paper)
Causal Inference for Genomic Data with Multiple Heterogeneous Outcomes
LLM-driven evolutionary alpha factor mining on S&P 500 stocks (CRSP, 2000-2025): six search arms (five Claude, one genetic programming) against random formulas and Alpha101, with an 18-niche archive, Holm-corrected holdout tests and prompt-to-factor lineage.
NumPy-only Independent Hypothesis Weighting for covariate-weighted multiple testing, with transparent validation and performance benchmarks.
Fixed Sequence Multiple Testing Procedures
Monte Carlo audit of multiple-testing procedures under block dependence
Backtest overfitting audit for factor research: probability of backtest overfitting (PBO), deflated Sharpe ratio, point-in-time data, purged walk-forward. Searches published factor libraries and reports what actually survived costs.
Confidence interval simulations and hypothesis testing in R, with a practical study of selection and survivorship bias.
POSSA: Power simulation for sequential analyses and multiple hypotheses.
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