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Communications in Statistics - Theory and Methods Volume 30, 2001 - Issue 10
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Original Articles

THE ASYMPTOTIC EQUIVALENCE OF THE FISHER INFORMATION MATRICES FOR TYPE I AND TYPE II CENSORED DATA FROM LOCATION-SCALE FAMILIES

Luis A. Escobar Department of Experimental Statistics, Louisiana State University, Baton Rouge, LA, 70803, U.S.A.
&
William Q. Meeker Department of Statistics, Iowa State University, Ames, IA, 50011, U.S.A.Correspondence[email protected]
Pages 2211-2225 | Received 01 Apr 2001, Published online: 15 Feb 2007

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Read on this site (4)

Shubham Agnihotri, Sanjay Kumar Singh & Umesh Singh. (2023) Inferences for multiple interval type-I censoring scheme. Journal of Applied Statistics 50:1, pages 86-105.
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M. Burkschat & E. Cramer. (2012) Fisher information in generalized order statistics. Statistics 46:6, pages 719-743.
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K. Dahmen, M. Burkschat & E. Cramer. (2012) A- and D-optimal progressive Type-II censoring designs based on Fisher information. Journal of Statistical Computation and Simulation 82:6, pages 879-905.
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Gang Zheng & Sangun Park. (2004) On the Fisher Information in Multiply Censored and Progressively Censored Data. Communications in Statistics - Theory and Methods 33:8, pages 1821-1835.
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Articles from other publishers (16)

. 2023. Hybrid Censoring: Models, Methods and Applications. Hybrid Censoring: Models, Methods and Applications 361 385 .
N. Balakrishnan, Erhard Cramer & Debasis Kundu. 2023. Hybrid Censoring: Models, Methods and Applications. Hybrid Censoring: Models, Methods and Applications 251 279 .
Tie Chen, Songlin Zheng & Jinzhi Feng. (2017) Statistical dependency analysis of multiple competing failure causes of fuel cell engines. Proceedings of the Institution of Mechanical Engineers, Part O: Journal of Risk and Reliability 231:2, pages 83-90.
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Li Hongzhou & Sun Lixia. (2017) Reliability Parameter Interval Estimation of NC Machine Tools considering Working Conditions. Mathematical Problems in Engineering 2017, pages 1-7.
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Gang Zheng & N. Balakrishnan. 2014. Wiley StatsRef: Statistics Reference Online. Wiley StatsRef: Statistics Reference Online.
N. Balakrishnan & Erhard CramerN. Balakrishnan & Erhard Cramer. 2014. The Art of Progressive Censoring. The Art of Progressive Censoring 201 228 .
Zhi Ming Wang. (2012) Reliability Assessment Test Design for Numerical Control Machine Tools. Advanced Materials Research 542-543, pages 1218-1221.
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Haiming Ma & William Q. Meeker. (2010) Strategy for Planning Accelerated Life Tests With Small Sample Sizes. IEEE Transactions on Reliability 59:4, pages 610-619.
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Haiyan Xu & Heliang Fei. (2009) Approximated optimal designs for a simple step-stress model with type-II censoring, and weibull distribution. Approximated optimal designs for a simple step-stress model with type-II censoring, and weibull distribution.
Sangun Park & N. Balakrishnan. (2009) On simple calculation of the Fisher information in hybrid censoring schemes. Statistics & Probability Letters 79:10, pages 1311-1319.
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N. Balakrishnan, Marco Burkschat, Erhard Cramer & Glenn Hofmann. (2008) Fisher information based progressive censoring plans. Computational Statistics & Data Analysis 53:2, pages 366-380.
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A.J. Watkins & A.M. John. (2008) On constant stress accelerated life tests terminated by Type II censoring at one of the stress levels. Journal of Statistical Planning and Inference 138:3, pages 768-786.
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Samuel Kotz, Campbell B. Read, N. Balakrishnan, Brani Vidakovic & Norman L. JohnsonGang Zheng & N. Balakrishnan. 2004. Encyclopedia of Statistical Sciences. Encyclopedia of Statistical Sciences.
Gang Zheng & Sangun Park. (2005) Another look at life testing. Journal of Statistical Planning and Inference 127:1-2, pages 103-117.
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Gang Zheng & Sangun Park. (2004) A note on time savings in censored life testing. Journal of Statistical Planning and Inference 124:2, pages 289-300.
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Sangun Park. (2014) On the asymptotic Fisher information in order statistics. Metrika 57:1, pages 71-80.
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