Welcome!
Recent news
[Apr 2025] My paper with Rob Weiss on shrinkage methods in high dimensional data is now available on arXiv! (link)
[Mar 2025] Excited to share my paper with Erica Savage and Kai Brusch on forecasting Time Shifted metrics is now available with Foresight (link)
[Jan 2025] My paper with Erica Savage and Peter Coles on analyzing Airbnb booking behaviors during COVID-19 is now available on arXiv! (link)
[Feb 2024] My paper with Kai Brusch and Rob Weiss on forecasting lead times is now available in the International Journal of Forecasting!
I'm currently a Tech Lead Data Scientist on the forecasting team at Airbnb. My research broadly focuses on Bayesian forecasting methods for multivariate and compositional time series. My applied interests are in finance, political economics, and capital markets.
I received my Ph.D. in Statistics at the University of California, Los Angeles, where I was fortunate to be advised by Robert Weiss and Ying Nian Wu.
2025 Projects.
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We introduce the Cradle prior, a new global–local shrinkage prior that combines a half-Laplace local scale with a half-Cauchy global scale to tightly shrink small coefficients while accommodating moderately large ones. Empirical and theoretical results suggest that Cradle often outperforms existing methods (e.g., horseshoe, Bayesian Lasso), particularly in sparse settings with moderately large effect sizes, such as genomic applications.
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We analyze daily lead-time distributions for two Airbnb demand metrics, Nights Booked (volume-based) and Gross Booking Value (revenue-based), using compositional data transformations and extensive modeling techniques. They find that revenue-based demand systematically diverges from volume-based demand in a mid-range horizon, with a parsimonious Gamma distribution providing consistently strong day-level fits for both metrics, even outperforming spline-based methods in terms of divergence measures.
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We present the B-DARMA model for analyzing compositional time series, exemplified using daily S&P 500 sector trading value proportions. They provide a step-by-step tutorial in Stan, covering model specification, handling simplex constraints, incorporating ARMA and time-varying volatility terms, and performing posterior predictive checks and forecasting—methods that extend to various fields with simplex-valued, temporally dependent data.