Sam J. S. Wu - Concepedia

Author

Sam J. S. Wu

Tamkang University ORCID

Also Known As

Jeng-Shin Wu, S. J. S. Wu, Sam J. S. Wu, Sam J.S. Wu

Publications

653

Citations

H-Index

Concepts

All Affiliations

Tamkang University McMaster University

About

Sam J. S. Wu is an author at Tamkang University specializing in statistics, biostatistics, and statistical inference.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Biostatistics	7	7	254
2	Engineering	6	6	243
3	Public Health	4	4	85
4	Epidemiology	2	2	23
5	Systems Engineering	1	1	12

Sam J. S. Wu

Publications

254

Citations

H-Index

Page 1

	Year	Citations
Inference for the extreme value distribution under progressive Type-II censoring N. Balakrishnan, Nandini Kannan, Chien‐Tai Lin, Journal of Statistical Computation and Simulation Estimation TheoryParameter EstimationDensity EstimationExtreme Value DistributionEngineering	2003	113
Inference for Log-Gamma Distribution Based on Progressively Type-II Censored Data Chien‐Tai Lin, Sam J. S. Wu, N. Balakrishnan Communication in Statistics- Theory and Methods Profile Likelihood ApproachEm AlgorithmParameter EstimationDensity EstimationEngineering	2006	33
Planning life tests with progressively Type-I interval censored data from the lognormal distribution Chien‐Tai Lin, Sam J. S. Wu, N. Balakrishnan Journal of Statistical Planning and Inference Type-i IntervalEngineeringLife PredictionLongevityBiostatistics	2008	32
Monte Carlo Methods for Bayesian Inference on the Linear Hazard Rate Distribution Chien‐Tai Lin, Sam J. S. Wu, N. Balakrishnan Communications in Statistics - Simulation and Computation Bayesian StatisticEngineeringMonte Carlo MethodsFox RiverFlood Control	2006	29
Parameter Estimation for the Linear Hazard Rate Distribution Based on Records and Inter-record Times Chien‐Tai Lin, Sam J. S. Wu, N. Balakrishnan Communication in Statistics- Theory and Methods Parameter EstimationReliability EngineeringEngineeringDensity EstimationIterative Em Algorithm	2003	24
Planning Life Tests Based on Progressively Type-I Grouped Censored Data from the Weibull Distribution Chien‐Tai Lin, N. Balakrishnan, Sam J. S. Wu Communications in Statistics - Simulation and Computation EngineeringInspectionLife PredictionOptimal Experimental DesignReliability Engineering	2011	12
Interval Estimation of Parameters of Log-Gamma Distribution Based on Progressively Censored Data Chien‐Tai Lin, Sam J. S. Wu, N. Balakrishnan Communication in Statistics- Theory and Methods Density EstimationConfidence IntervalsUncertainty QuantificationLog-gamma DistributionConditional Method	2004	11

Page 1