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ÀÌÅ¿ì (Lee, Taewoo)
- · Office : 58µ¿ 510
- · Phone :
- · Email : taewoo.lee@snu.ac.kr
- · Homepage : https://taewoojlee.github.io
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[Selected Journal Publications]
- • S. Nadi, T. Lee, O. A. Prokopyev. ¡°The inverse optimal value problem for linear fractional programming.¡± Operations Research Letters, 59, 107251, 2025
- • D. Mildebrath, T. Lee, S. Sinha, A. J. Schaefer, A. O. Gaber. ¡°Characterizing rational transplant program response to outcome-based regulation.¡± Operations Research, 72(4), 1421-1437, 2024
- • T. Ajayi, T. Lee, A. J. Schaefer. ¡°A note on the implications of approximate submodularity in discrete optimization.¡± Optimization Letters, 17 (1), 1-17, 2023
- • P. Dorali, Z. Shahmoradi, C. Y. Weng, T. Lee. ¡°Cost-effectiveness analysis of a personalized, teleretinal-inclusive screening policy for diabetic retinopathy utilizing Markov modeling.¡± Ophthalmology Retina, 7 (6), 532-542, 2023
- • T. Ajayi, T. Lee, A. J. Schaefer. ¡°Objective selection for cancer treatment: An inverse optimization approach.¡± Operations Research, 70 (3), 1717-1738, 2022
- • Z. Shahmoradi, T. Lee. ¡°Optimality-based clustering.¡± Operations Research Letters, 50 (2), 205-212, 2022
- • Z. Shahmoradi, T. Lee. ¡°Quantile inverse optimization.¡± Operations Research, 70(4), 2538-2562, 2022
- • A. Babier, T. C. Y. Chan, T. Lee, R. Mahmood, D. Terekhov. ¡°An ensemble learning framework for model fitting and evaluation in inverse linear optimization.¡± INFORMS Journal on Optimization, 3 (2), 119-126, 2021
- • T. C. Y. Chan, T. Lee, D. Terekhov. ¡°Inverse optimization: Closed-form solutions, geometry and goodness of fit.¡± Management Science, 65 (3), 1115-1135, 2019
- • T. C. Y. Chan, T. Lee. ¡°Trade-off preservation in inverse multi-objective convex optimization.¡± European Journal of Operational Research, 270 (1), 25-39, 2018
- • K. Ghobadi, T. Lee, H. Mahmoudzadeh, D. Terekhov. ¡°Robust inverse optimization.¡± Operations Research Letters, 46 (3), 339-344, 2018
- • Tavaslioglu, T. Lee, S. Valeva, A. J. Schaefer. ¡°On the structure of the inverse-feasible region of a linear program.¡± Operations Research Letters, 46 (1), 147-152, 2018
- • J. J. Boutilier, T. Lee, T. Craig, M. B. Sharpe, T. C. Y. Chan. ¡°Models for predicting objective function weights in prostate cancer IMRT.¡± Medical Physics, 42 (4), 1586-1595, 2015
- • T. C. Y. Chan, T. Craig, T. Lee, M. B. Sharpe. ¡°Generalized inverse multi-objective optimization with application to cancer therapy.¡± Operations Research, 62 (3), 680-695, 2014
- • T. Lee, M. Hammad, T. C. Y. Chan, T. Craig, M. B. Sharpe. ¡°Predicting objective function weights from patient anatomy in prostate IMRT treatment planning.¡± Medical Physics, 40 (12), 121706, 2013















