de Santis, R., Goeman, JelleJ., Hemerik, J., Davenport, S. and Finos, L. (2025). Inference in generalized linear models with robustness to misspecified variances Journal of the American Statistical Association, 120(552):2762--2771.
Jesse Hemerik
University
Erasmus University Rotterdam
E-mail
Research field
Econometrics
Interests
Econometric Methodology, Mathematical Methods
Website
Biography
Jesse Hemerik studied mathematics in Leiden and obtained a PhD in statistics at the Leiden University Medical center. He received the Van Zwet award from the Dutch statistical society for the best PhD thesis on statistics or operations research. His research interests are non-parametric statistical inference, high-dimensional inference and various application areas.
Key publications
Koning, N. and Hemerik, J. (2024). More efficient exact group invariance testing: using a representative subgroup Biometrika, 111(2):441--458.
Hemerik, J., Solari, A. and Goeman, JelleJ. (2024). Flexible control of the median of the false discovery proportion Biometrika, 111(4):1129--1150.
Goeman, JelleJ., Hemerik, J. and Solari, A. (2021). Only Closed Testing Procedures Are Admissible for Controlling False Discovery Proportions Annals of Statistics, 49(2):1218--1238.
Hemerik, J., Solari, A. and Goeman, J.J. (2019). Permutation-based simultaneous confidence bounds for the false discovery proportion Biometrika, 106(3):635--649.
List of publications
de Santis, R., Goeman, JelleJ., Hemerik, J., Davenport, S. and Finos, L. (2025). Inference in generalized linear models with robustness to misspecified variances Journal of the American Statistical Association, 120(552):2762--2771.
Koning, N. and Hemerik, J. (2024). More efficient exact group invariance testing: using a representative subgroup Biometrika, 111(2):441--458.
Hemerik, J., Solari, A. and Goeman, JelleJ. (2024). Flexible control of the median of the false discovery proportion Biometrika, 111(4):1129--1150.
Goeman, JelleJ., Hemerik, J. and Solari, A. (2021). Only Closed Testing Procedures Are Admissible for Controlling False Discovery Proportions Annals of Statistics, 49(2):1218--1238.
Hemerik, J., Solari, A. and Goeman, J.J. (2019). Permutation-based simultaneous confidence bounds for the false discovery proportion Biometrika, 106(3):635--649.