ScholarWorks@Kumoh: Lee, Kyeongjun

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Lee, Kyeongjun (이경준)

College of Engineering (Department of Mathematics and Big Data Science)

Research Area: 수리통계학, 빅데이터 분석, 중도절단자료, 신뢰성 분석, mathematical statistics, Big Data Analysis, censored data, Reliability Analysis

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maximum product spacings estimator:5||maximum likelihood estimator:5||Lorenz curve:4||Approximate maximum product spacings estimator:3||order statistic:2||로렌츠곡선:2||순서통계량:2||십분위분배율:2||적합도 검정:2||progressive censoring scheme:2||점진적 중도절단.:2||Bayesian estimation:2||goodnessoffit test:2||inverse Weibull distribution:2||exponential distribution:2||Decile dispersion ratio:2||exponential distribuiton:1||exponentiated halflogistic distribution:1||exponentiated logistic distribution:1||food waste:1||gamma and quasi prior distributions:1||generalized adaptive progressive hybrid censoring:1||generalized multiply hybrid censoring scheme:1||generalized type II hybrid censoring:1||goodness of fit test:1||halflogistic distribution:1||inverted exponentiated half logistic distribution:1||locationscale distribution:1||machine learning:1||maximum likelihood estimation:1||menu features:1||momentgenerating function:1||multiply hybrid censoring scheme:1||multiply progressive censoring:1||multiply progressive censoring scheme:1||multiply type II hybrid censoring scheme:1||performance improvement:1||power:1||prediction:1||progressive censoring.:1||progressive hybrid censoring scheme:1||progressive type II censored data:1||squared error and Linex loss functions:1||uncertainty measure:1||word embedding:1||로렌츠 곡선:1||역와이블분포:1||와이블분포:1||적합도검정:1||점진적 중도절단:1||Approximate maximum likelihood estimator:1||지수화된 역하프로지스틱분포.:1||Bayes estimator:1||Bayesian estimator:1||Bayesian inference:1||ESG:1||Goodness of fit test:1||Taylor series expansion:1||Taylor series expansion.:1||Tierney and Kadane approximation:1||Weibull distribuiton:1||Weibull distribution.:1||approximate maximum product spacings estimator:1||cafeteria:1||combined type II progressive hybrid censoring:1||competing risk:1||ensemble model:1||

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