Takuya Ura
Given name: Takuya (pronounced as "Tah-Koo-Yah")
Associate Professor, Department of Economics, University of California, Davis
CV
Working Papers:
- Doubly Robust Estimators with Weak Overlap with Yukun Ma, Pedro H. C. Sant'Anna, and Yuya Sasaki
- Faster Estimation of Dynamic Discrete Choice Models Using Index Invertibility with Jackson Bunting
- Finite Sample Inference for the Maximum Score Estimand with Adam M. Rosen
- Linear Programming Approach to Nonparametric Inference under Shape Restrictions: with an Application to Regression Kink Designs with Harold D. Chiang, Kengo Kato, and Yuya Sasaki
- Policy Relevant Treatment Effects with Multidimensional Unobserved Heterogeneity with Lina Zhang
- Slow Movers in Panel Data with Yuya Sasaki
- Testing Homogeneity in Dynamic Discrete Games in Finite Samples with Federico A. Bugni and Jackson Bunting
- Welfare Analysis via Marginal Treatment Effects with Yuya Sasaki
Published and Forthcoming Papers:
- Identification and Inference of Network Formation Games with Misclassified Links with Luis E. Candelaria, Journal of Econometrics
- Estimation and Inference for Policy Relevant Treatment Effects with Yuya Sasaki, Journal of Econometrics
- Unconditional Quantile Regression with High-Dimensional Data with Yuya Sasaki and Yichong Zhang, Quantitative Economics
- Average Treatment Effect Estimates Robust to the 'Limited Overlap' Problem: robustate with Yuya Sasaki, Stata Journal
- Estimation and Inference for Moments of Ratios with Robustness against Large Trimming Bias with Yuya Sasaki, Econometric Theory
- Instrumental Variable Quantile Regression with Misclassification, Econometric Theory
- Robust Inference in Deconvolution with Kengo Kato and Yuya Sasaki, Quantitative Economics
- Non-separable Models with High-dimensional Data with Liangjun Su and Yichong Zhang, Journal of Econometrics
- Inference in Dynamic Discrete Choice Problems under Local Misspecification with Federico A. Bugni, Quantitative Economics
- Heterogeneous Treatment Effects with Mismeasured Endogenous Treatment, Quantitative Economics