Citations (50)
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Sirao Wang, Kai-Tai Fang & Huajun Ye. (2022) A new bias-corrected estimator method in extreme value distributions with small sample size. Journal of Statistical Computation and Simulation 92:18, pages 3862-3884.
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Asuman Yılmaz, Mahmut Kara & Onur Özdemir. (2021) Comparison of different estimation methods for extreme value distribution. Journal of Applied Statistics 48:13-15, pages 2259-2284.
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Arturo Garrido, Raquel Caro-Carretero, Jesús R. Jimenez-Octavio, Alberto Carnicero & Miguel Such. (2021) A new approach to fitting the three-parameter Weibull distribution: An application to glass ceramics. Communications in Statistics - Theory and Methods 50:14, pages 3403-3420.
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A. A. Jayawardhana & V. A. Samaranayake. (2003) Prediction Bounds in Accelerated Life Testing: Weibull Models with Inverse Power Relationship. Journal of Quality Technology 35:1, pages 89-103.
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William Zimmer. (1999) An Introduction to Reliability and Maintainability Engineering. Journal of Quality Technology 31:4, pages 464-466.
Read now
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D. Dietrich &
J. Hüsler. (1996) Minimum distance estimators in extreme value distributions. Communications in Statistics - Theory and Methods 25:4, pages 695-703.
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N. Balakrishnan, Shanti S. Gupta &
S. Panchapakesan. (1995) Estimation of the location and scale parameters of the extreme value distmbution based on multiply type-II censored samples. Communications in Statistics - Theory and Methods 24:8, pages 2105-2125.
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Patricia J. Wozniak. (1994) Power of goodness of fit tests for the two-parameter weibull distribution with estimated parameters. Journal of Statistical Computation and Simulation 50:3-4, pages 153-161.
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N. Balakrishnan &
P. S. Chan. (1992) Order statistics from extreme value distribution, ii: best linear unbiased estimates and some other uses. Communications in Statistics - Simulation and Computation 21:4, pages 1219-1246.
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Read now
Patricia J. Wozniak & Xiaozhu Li. (1990) Goodness—of—fit for the two—parameter weibull distribution with estimated parameters. Journal of Statistical Computation and Simulation 34:2-3, pages 133-143.
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J. K. Patel. (1986) Tolerance limits - a review. Communications in Statistics - Theory and Methods 15:9, pages 2719-2762.
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Jürg Hüsler & Michel Schüpbach. (1986) On simple block estimators for the parameters of the extreme-value distribution. Communications in Statistics - Simulation and Computation 15:1, pages 61-76.
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A. Clifford Cohen, Betty Jones Whitten & Yihua Ding. (1984) Modified Moment Estimation for the Three-Parameter Weibull Distribution. Journal of Quality Technology 16:3, pages 159-167.
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M. Schüpbach & J. Hüsler. (1983) Simple Estimators for the Parameters of the Extreme-Value Distribution Based on Censored Data. Technometrics 25:2, pages 189-192.
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Lee J. Bain & Max Engelhardt. (1983) A review of model selection procedures relevant to the weibull distribution. Communications in Statistics - Theory and Methods 12:5, pages 589-609.
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Read now
Max Engelhardt & LeeJ. Bain. (1982) On Prediction Limits for Samples From a Weibull or Extreme-Value Distribution. Technometrics 24:2, pages 147-150.
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LeeJ. Bain & Max Engelhardt. (1981) Simple Approximate Distributional Results for Confidence and Tolerance limits for the Weibull Distribution Based on Maximum likelihood Estimators. Technometrics 23:1, pages 15-20.
Read now
Read now
K.W. Fertig, M.
Eugene Meyer & NancyR. Mann. (1980) On Constructing Prediction Intervals for Samples from a Weibull or Extreme Value Distribution. Technometrics 22:4, pages 567-573.
Read now
Read now
James Wyckoff, Lee J. Bain & Max Engelhardt. (1980) Some complete and censored sampling results for the three-parameter weibull distribution. Journal of Statistical Computation and Simulation 11:2, pages 139-151.
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Read now
K.W. Fertig & NancyR. Mann. (1980) Life-Test Sampling Plans for Two-Parameter Weibull Populations. Technometrics 22:2, pages 165-177.
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Read now
K.W. Fertig & NancyR. Mann. (1980) An Accurate Approximation to the Sampling Distribution of the Studentized Extreme Value Statistic. Technometrics 22:1, pages 83-97.
Read now
Read now
Joseph V. Kingston & Jagdish K. Patel. (1980) Selecting the best one of several meifull populations. Communications in Statistics - Theory and Methods 9:4, pages 383-398.
Read now
Read now
James Wyckoff & Max Engelhardt. (1979) Inferential Procedures on the Shape Parameter of a Gamma Distribution from Censored Data. Journal of the American Statistical Association 74:368, pages 866-871.
Read now
Read now
Stelios H Zanakis. (1979) A simulation study of some simple estimators for the three-parameter weibull distribution. Journal of Statistical Computation and Simulation 9:2, pages 101-116.
Read now
Read now
Max Engelhardt & LeeJ. Bain. (1979) Prediction Limits and Two-Sample Problems with Complete or Censored Weibull Data. Technometrics 21:2, pages 233-237.
Read now
Read now
J.F. Lawless. (1978) Confidence Interval Estimation for the Weibull and Extreme Value Distributions. Technometrics 20:4, pages 355-364.
Read now
Read now
Articles from other publishers (24)
Walid Aydi & Fuad S. Alduais. (2022) Estimating Weibull Parameters Using Least Squares and Multilayer Perceptron vs. Bayes Estimation. Computers, Materials & Continua 71:2, pages 4033-4050.
Crossref
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Bin Wang, Faisal Islam & Georg W. Mair. (2021) Evaluation methods for estimation of Weibull parameters used in Monte Carlo simulations for safety analysis of pressure vessels. Materials Testing 63:4, pages 379-385.
Crossref
Crossref
Samira Karimi, Haitao Liao & Ed Pohl. (2019) A Robust Approach for Estimating Field Reliability Using Aggregate Failure Time Data. A Robust Approach for Estimating Field Reliability Using Aggregate Failure Time Data.
Lambert Pierrat, Elena Helerea & Livia Sangeorzan. (2018) Statistical and Physical Approaches on the Initial Failure Rate of High Voltage Power Transformers. Statistical and Physical Approaches on the Initial Failure Rate of High Voltage Power Transformers.
Kyriaki Corinna Datsiou & Mauro Overend. (2018) Weibull parameter estimation and goodness-of-fit for glass strength data. Structural Safety 73, pages 29-41.
Crossref
Crossref
Nancy R. Mann & Nozer D. Singpurwalla. 2014. Wiley StatsRef: Statistics Reference Online. Wiley StatsRef: Statistics Reference Online.
Tiago Salvador & Manuel Cabral Morais. 2014. New Advances in Statistical Modeling and Applications. New Advances in Statistical Modeling and Applications
197
206
.
Lev M. Klyatis. 2011. Accelerated Reliability and Durability Testing Technology. Accelerated Reliability and Durability Testing Technology
393
405
.
JONATHAN J. BATES & JOSÉ L. ZAYAS-CASTRO. (2011) SELECTING THE BEST PERFORMING WEIBULL ESTIMATION METHOD FOR RANDOMLY RIGHT CENSORED DATA. International Journal of Reliability, Quality and Safety Engineering 17:02, pages 105-118.
Crossref
Crossref
Lev M. Klyatis & Eugene L. Klyatis. 2006. Accelerated Quality and Reliability Solutions. Accelerated Quality and Reliability Solutions
285
361
.
Charles E. Antle & Lee J. Bain. 2004. Encyclopedia of Statistical Sciences. Encyclopedia of Statistical Sciences.
Nancy R. Mann & Nozer D. Singpurwalla. 2004. Encyclopedia of Statistical Sciences. Encyclopedia of Statistical Sciences.
M. Marzinotto, C. Mazzetti & P. Schiaffino. (2005) Statistical approach to the insulation coordination of medium and high voltage cable lines. Statistical approach to the insulation coordination of medium and high voltage cable lines.
Charles E. Antle & Lee J. Bain. 2004. Encyclopedia of Statistical Sciences. Encyclopedia of Statistical Sciences.
Nancy R. Mann & Nozer D. Singpurwalla. 2004. Encyclopedia of Statistical Sciences. Encyclopedia of Statistical Sciences.
Willi Schur, Canan Bilen & Jerry Sterling. (2003) A Rational Approach to Determine Minimum Strength Thresholds in Novel Structural Materials. A Rational Approach to Determine Minimum Strength Thresholds in Novel Structural Materials.
Wallace R. Blischke & D. N. Prabhakar Murthy. 2000. Reliability. Reliability
771
795
.
Helmut Schneider & Frances Barbera. 1998. Order Statistics: Applications. Order Statistics: Applications
497
511
.
A. Clifford Cohen. 1998. Order Statistics: Applications. Order Statistics: Applications
283
314
.
Tang Yincai & Fei Heliang. (1996) A new way to estimate the parameters in the progressive stress accelerated life testing. Applied Mathematics 11:4, pages 445-458.
Crossref
Crossref
. 1991. Order Statistics and Inference. Order Statistics and Inference
341
366
.
. 1987. Life Table Techniques and their Applications. Life Table Techniques and their Applications
243
262
.
Stelios H. Zanakis & Nancy R. Mann. (1982) A good simple percentile estimator of the weibull shape parameter for use when all three parameters are unknown. Naval Research Logistics Quarterly 29:3, pages 419-428.
Crossref
Crossref
Joel E. Cohen, Barbara R. Jasny & Igor Tamm. (1979) Spatial distribution of initiation sites for mammalian DNA replication: A statistical analysis. Journal of Molecular Biology 128:2, pages 219-245.
Crossref
Crossref