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Sang Kyu Lee
Assistant Professor
Konkuk University
sangkyulee (at) konkuk.ac.kr
Publications
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* denotes equal contribution; ✉ denotes corresponding author
underline
denotes students whom I advised/co-advised
Preprints/Submitted Papers
StaRQR-K: False Discovery Rate Controlled Regional Quantile Regression
Lee, S. K.
, Zhang, T., Hong, H. G.*, and Weng, H.*
✉
arXiv (2025+)
High-dimensional Partial Linear Model with Trend Filtering
Lee, S. K.
, Loftfield, E., Hong, H. G., and Weng, H.
✉
arXiv (2024+), revision invited from Electronic Journal of Statistics
Causal Decomposition Framework for Quantifying Intervenable Cancer Health Disparities
Xia, F.*,
Lee, S. K.*
, Kim, S., Blum, K., Hong, H. G., Canchola, A. J. and Kim, M.-O.
✉
submitted (2025+), revision invited from Biometrics
Published Papers (Statistical Methods, Theories, and Software)
Decomposition of Longitudinal Disparities: an Application to the Fetal Growth-Singletons Study
Lee, S. K.
, Kim, S., Kim, M.-O., Grantz, K. L., and Hong, H. G.
✉
Biostatistics (2025)
Winner of the ASA Statistics in Epidemiology Section Junior Researcher/Student Paper Competition in Joint Statistical Meeting (JSM) 2024
A Comprehensive Estimator for the Fréchet Distribution: Asymptotical Efficiency, and Practical Applications
Lee, S. K.
, Hong, H. G., and Kim, H.-M.
✉
Journal of Korean Statistical Society (2025)
MLEce: Statistical Inference for Asymptotically Efficient Closed-form Estimators in R
Zhao, J., Kim, Y.-K., Jang, Y.-H., Chang, J. H.,
Lee, S. K.
, and Kim, H.-M.
✉
SoftwareX (2024)
An Asymptotically Efficient Closed-form Estimator for the Dirichlet Distribution
Chang, J. H.,
Lee, S. K.
, and Kim, H.-M.
✉
Stat (2023)
Quantile Forward Regression for High-dimensional Survival Data
Lee, E. R., Park, S.,
Lee, S. K.
, and Hong, H. G.
✉
Lifetime Data Analysis (2023)
Two Tests Using More Assumptions but Lower Power
Lee, S. K.
, and Kim, H.-M.
✉
Communications for Statistical Applications and Methods (2023)
Further Sharpening of Jensen's Inequality
Lee, S. K.
, Chang, J. H., and Kim, H.-M.
✉
Statistics (2021)
Honorable Mention in Student Paper Competition for Korean Statistical Society Academic Conference 2019
EMSS: New EM-type Algorithms for the Heckman Selection Model in R
Yang, K.
,
Lee, S. K.
, Zhao, J., and Kim, H.-M.
✉
R Journal (2021)
Some Counterexamples of a Skew-normal Distribution
Zhao, J.,
Lee, S. K.
, and Kim, H.-M.
✉
Communications for Statistical Applications and Methods (2019)
Published Papers (Collaborative Applications)
Quantile regression of the relationship between demographic factors and leukocyte telomere length, measured by Southern blot and qPCR
Mendez, K. J. W.*,
Lee, S. K.*
, Dagnall, C., Lai, T.-P., Katki, H., Spellman, S. R., Stewart, V., Aviv, A., Gadalla, S. M.
✉
, and Hong, H. G.
✉
GeroScience (2026)
Identification and Validation of Poly-Metabolite Scores for Diets High in Ultra-Processed Food: An Observational Study and Post-Hoc Randomized Controlled Crossover-Feeding Trial
Abar, L., Steele, E. M.,
Lee, S. K.
, Kahle, L., Moore, S. C., Watts, E., Matthews, C., Herrick, K., Hall, K. D., O’Connor, L. E., Freedman, N. D., Sinha, R., Hong, H. G., and Loftfield, E.
✉
PLOS Medicine (2025)
Superficial X-ray in the treatment of nonaggressive basal and squamous cell carcinoma in the elderly: A 22-year retrospective analysis
Mattia, A., Thompson, A.,
Lee, S. K.
, Hong, H. G., Green, W. H.
✉
, and Cognetta Jr, A. B.
Journal of the American Academy of Dermatology (2024)
Statistical Software
RQRscreen
Maintainer
An R function for a regional quantile regression model to screening features with ultrahigh-dimensional data
GitHub
frechetAEE
Maintainer
An R package for an asymptotically efficient estimator for the Frechet distribution
GitHub
plmR
Maintainer
An R package for estimating and fitting various high-dimensional partial linear models
GitHub
vcPB
Maintainer
An R package for estimating the disparity between a majority group and a minority group based on the extended model of the Peters-Belson method
CRAN
GitHub
MLEce
Author
An R package for estimating asymptotically efficient closed-form estimators and providing the goodness of fit, estimates, plots and etc
CRAN
EMSS
Maintainer
An R package for fitting some new EM-Type estimation methods for the Heckman selection model
CRAN
GitHub
DiSSMod
Maintainer
An R package for fitting sample selection models for discrete response variables
CRAN
Shiny