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이권상 교수

Kwonsang Lee

서울대학교 · 수학

연구실 소개

이권상 교수의 연구실은 인과적 추론과 통계적 방법론을 기반으로 건강 및 사회과학 분야의 비모수적·비모형 기반 분석을 전문으로 합니다. 특히, 치료 효과의 이질성(효과 수정)을 탐지하고, 잠재적 혼동요인에 대한 민감도 분석을 통해 인과적 추론의 신뢰성을 강화하는 데 초점을 맞추고 있습니다. 다양한 데이터 유형(의료 기록, 기상 데이터, 환경 오염 등)을 활용한 관찰적 연구에서의 정확한 인과 추론 기법 개발이 핵심 연구 과제입니다. 특히, 기계학습 기반 인과 모델링과 임의화 기반 검증 방법을 융합한 혁신적 접근을 선도하고 있습니다.

인과적 추론효과 수정민감도 분석기계학습 기반 인과모델관찰적 연구

연구 현황

논문 수
40
총 인용 수
164
최근 5년 논문
19
주요 분야
수학

연구 성과 추이

표시된 성과는 수집된 데이터 기준으로 산출되며, 일부 차이가 있을 수 있습니다.

5개년 연도별 논문 게재 수
19총합
2021
2022
2023
2024
2025
5개년 연도별 피인용 수
33총합
20212022202320242025

주요 논문

15
1
논문|인용수 30·2019
The Use of a Quasi-Experimental Study on the Mortality Effect of a Heat Wave Warning System in Korea
Seulkee Heo, Amruta Nori‐Sarma, Kwonsang Lee, Tarik Benmarhnia, Francesca Dominici, Michelle L. Bell
SJR Q2FWCI 1.4International Journal of Environmental Research and Public HealthOA

Many cities and countries have implemented heat wave warning systems to combat the health effects of extreme heat. Little is known about whether these systems actually reduce heat-related morbidity and mortality. We examined the effectiveness of heat wave alerts and health plans in reducing the mortality risk of heat waves in Korea by utilizing the discrepancy between the alerts and the monitored temperature. A difference-in-differences analysis combined with propensity score weighting was used.

Health, Toxicology and MutagenesisEnvironmental Science
2
논문|인용수 23·2018
A Powerful Approach to the Study of Moderate Effect Modification in Observational Studies
Kwonsang Lee, Dylan S. Small, Paul R. Rosenbaum
SJR Q1FWCI 1.2Biometrics

Summary Effect modification means the magnitude or stability of a treatment effect varies as a function of an observed covariate. Generally, larger and more stable treatment effects are insensitive to larger biases from unmeasured covariates, so a causal conclusion may be considerably firmer if this pattern is noted if it occurs. We propose a new strategy, called the submax-method, that combines exploratory, and confirmatory efforts to determine whether there is stronger evidence of causality—th

Statistics and ProbabilityMathematics
3
논문|인용수 16·2017
Discovering Effect Modification in an Observational Study of Surgical Mortality at Hospitals with Superior Nursing
Kwonsang Lee, Dylan S. Small, Jesse Y. Hsu, Jeffrey H. Silber, Paul R. Rosenbaum
SJR Q1FWCI 1.2Journal of the Royal Statistical Society Series A (Statistics in Society)

Summary There is effect modification if the magnitude or stability of a treatment effect varies systematically with the level of an observed covariate. A larger or more stable treatment effect is typically less sensitive to bias from unmeasured covariates, so it is important to recognize effect modification when it is present. We illustrate a recent proposal for conducting a sensitivity analysis that empirically discovers effect modification by exploratory methods but controls the familywise err

Statistics and ProbabilityMathematics
4
preprint|인용수 14·2020
Causal Rule Ensemble: Interpretable Inference of Heterogeneous Treatment Effects
Kwonsang Lee, Falco J. Bargagli-Stoffi, Francesca Dominici
arXiv (Cornell University)OA

In social and health sciences, it is critically important to identify subgroups of the study population where a treatment has a notably larger or smaller causal effect compared to the population average. In recent years, there have been many methodological developments for addressing heterogeneity of causal effects. A common approach is to estimate the conditional average treatment effect (CATE) given a pre-specified set of covariates. However, this approach does not allow to discover new subgro

Statistics and ProbabilityMathematics
5
논문|인용수 14·2021
Discovering Heterogeneous Exposure Effects Using Randomization Inference in Air Pollution Studies
Kwonsang Lee, Dylan S. Small, Francesca Dominici
SJR Q1FWCI 0.8Journal of the American Statistical AssociationOA

Several studies have provided strong evidence that long-term exposure to air pollution, even at low levels, increases risk of mortality. As regulatory actions are becoming prohibitively expensive, robust evidence to guide the development of targeted interventions to protect the most vulnerable is needed. In this paper, we introduce a novel statistical method that (i) discovers subgroups whose effects substantially differ from the population mean, and (ii) uses randomization-based tests to assess

Health, Toxicology and MutagenesisEnvironmental Science
6
논문|인용수 12·2020
Biased Encouragements and Heterogeneous Effects in an Instrumental Variable Study of Emergency General Surgical Outcomes
Colin B. Fogarty, Kwonsang Lee, Rachel R. Kelz, Luke Keele
SJR Q1FWCI 1.1Journal of the American Statistical Association

We investigate the efficacy of surgical versus nonsurgical management for two gastrointestinal conditions, colitis and diverticulitis, using observational data. We deploy an instrumental variable design with surgeons’ tendencies to operate as an instrument. Assuming instrument validity, we find that nonsurgical alternatives can reduce both hospital length of stay and the risk of complications, with estimated effects larger for septic patients than for nonseptic patients. The validity of our inst

Statistics and ProbabilityMathematics
7
논문|인용수 12·2018
Risk maps for cities: Incorporating streets into geostatistical models
Erica Billig Rose, Kwonsang Lee, Jason Roy, Dylan S. Small, Michelle Ross, Ricardo Castillo-Neyra, Michael Z. Levy
SJR Q2FWCI 1.1Spatial and Spatio-temporal EpidemiologyOA
GeneticsBiochemistry, Genetics and Molecular Biology
8
논문|인용수 11·2024
Differential recall bias in estimating treatment effects in observational studies
Suhwan Bong, Kwonsang Lee, Francesca Dominici
SJR Q1FWCI 7.8BiometricsOA

Observational studies are frequently used to estimate the effect of an exposure or treatment on an outcome. To obtain an unbiased estimate of the treatment effect, it is crucial to measure the exposure accurately. A common type of exposure misclassification is recall bias, which occurs in retrospective cohort studies when study subjects may inaccurately recall their past exposure. Particularly challenging is differential recall bias in the context of self-reported binary exposures, where the bia

Statistics and ProbabilityMathematics
9
preprint|인용수 9·2020
Causal Rule Ensemble: Interpretable Discovery and Inference of Heterogeneous Treatment Effects
Falco J. Bargagli-Stoffi, Cadei, Riccardo, Kwonsang Lee, Francesca Dominici
arXiv (Cornell University)OA

In health and social sciences, it is critically important to identify subgroups of the study population where there is notable heterogeneity of treatment effects (HTE) with respect to the population average. Decision trees have been proposed and commonly adopted for the data-driven discovery of HTE due to their high level of interpretability. However, single-tree discovery of HTE can be unstable and oversimplified. This paper introduces the Causal Rule Ensemble (CRE), a new method for HTE discov

Statistics and ProbabilityMathematics
10
논문|인용수 4·2018
Estimating the Malaria Attributable Fever Fraction Accounting for Parasites Being Killed by Fever and Measurement Error
Kwonsang Lee, Dylan S. Small
SJR Q1FWCI 0.7Journal of the American Statistical AssociationOA

Malaria is a major health problem in many tropical regions. Fever is a characteristic symptom of malaria. The fraction of fevers that are attributable to malaria, the malaria attributable fever fraction (MAFF), is an important public health measure in that the MAFF can be used to calculate the number of fevers that would be avoided if malaria was eliminated. Despite such causal interpretation, the MAFF has not been considered in the framework of causal inference. We define the MAFF using the pot

Statistics and ProbabilityMathematics
11
preprint|인용수 4·2018
Discovering Effect Modification and Randomization Inference in Air Pollution Studies
Kwonsang Lee, Dylan S. Small, Francesca Dominici
arXiv (Cornell University)OA

Studies have shown that exposure to air pollution, even at low levels, significantly increases mortality. As regulatory actions are becoming prohibitively expensive, robust evidence to guide the development of targeted interventions to reduce air pollution exposure is needed. In this paper, we introduce a novel statistical method that splits the data into two subsamples: (a) Using the first subsample, we consider a data-driven search for $\textit{de novo}$ discovery of subgroups that could have

Health, Toxicology and MutagenesisEnvironmental Science
12
preprint|인용수 2·2016
A Nonparametric Likelihood Approach for Inference in Instrumental Variable Models
Kwonsang Lee, Bhaswar B. Bhattacharya, Jing Qin, Dylan S. Small
arXiv (Cornell University)OA

Instrumental variable methods allow for inference about the treatment effect by controlling for unmeasured confounding in randomized experiments with noncompliance. However, many studies do not consider the observed compliance behavior in the testing procedure, which can lead to a loss of power. In this paper, we propose a novel nonparametric likelihood approach, referred to as the binomial likelihood (BL) method, that incorporates information on compliance behavior while overcoming several limi

Statistics and ProbabilityMathematics
13
논문|인용수 1·2023
A nonparametric binomial likelihood approach for causal inference in instrumental variable models
Kwonsang Lee, Bhaswar B. Bhattacharya, Jing Qin, Dylan S. Small
SJR Q3FWCI 0.3Journal of the Korean Statistical Society
Statistics and ProbabilityMathematics
14
preprint|인용수 1·2016
Discovering Effect Modification in an Observational Study of Surgical Mortality at Hospitals with Superior Nursing
Kwonsang Lee, Dylan S. Small, Jesse Y. Hsu, Jeffrey H. Silber, Paul R. Rosenbaum
arXiv (Cornell University)OA

There is effect modification if the magnitude or stability of a treatment effect varies systematically with the level of an observed covariate. A larger or more stable treatment effect is typically less sensitive to bias from unmeasured covariates, so it is important to recognize effect modification when it is present. We illustrate a recent proposal for conducting a sensitivity analysis that empirically discovers effect modification by exploratory methods, but controls the family-wise error rat

Statistics and ProbabilityMathematics
15
preprint|인용수 1·2021
Accounting for recall bias in case-control studies: a causal inference approach
Kwonsang Lee, Francesca Dominici
arXiv (Cornell University)OA

A case-control study is designed to help determine if an exposure is associated with an outcome. However, since case-control studies are retrospective, they are often subject to recall bias. Recall bias can occur when study subjects do not remember previous events accurately. In this paper, we first define the estimand of interest: the causal odds ratio (COR) for a case-control study. Second, we develop estimation approaches for the COR and present estimates as a function of recall bias. Third,

Statistics and ProbabilityMathematics

대표 연구 분야

Statistics and ProbabilityHealth, Toxicology and MutagenesisArtificial IntelligencePublic Health, Environmental and Occupational HealthGeneticsPulmonary and Respiratory Medicine

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