On distributions Of generalized order statistics
By Udo Kamps, Erhard Cramer. 2001
252 citations recorded by the source corpus.
Subfields: Applied Mathematics, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/eb226d717ba0c49b2d9d51a3932485efa1cc9398
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In Applied Mathematics
- P. J. Hernandez
- M. S. Panwar
- Jorge Navarro
- Narayanaswamy Balakrishnan
- Zeinhum F. Jaheen
- Sanjeev K. Tomer
- M. Maswadah
In Statistics and Probability
- Narayanaswamy Balakrishnan
- Jorge Navarro
- Serkan Eryilmaz
- P. J. Hernandez
- I. Bairamov
- M. S. Panwar
- Zeinhum F. Jaheen
- Sanjeev K. Tomer
Citations in the corpus
- Mean residual life functions of finite mixtures, order statistics and coherent systems (2008, background): “In practice, they can be used to define families of distributions, to represent the distributions of order statistics and coherent systems (see Baggs and Nagaraja 1996 and Navarro and Shaked (2006) and Navarro et al. (2007a,b), and to obtain the distribution of the MLEs of exponential parameters und”
- Conditional confidence interval estimation for the inverse weibull distribution based on censored generalized order statistics (2003, background): “…random variables, such as Generalized order statistics, record values, ordinary order statistics, progressively type II censored statistics, type II censored statistics and sequential order statistics are seen to be particular cases see Kamps and Cramer (2001) and Cramer and Kamps (2000; 2001).”
- Spacings, exceedances and concomitants in progressive type II censoring scheme (2006, background): “product is defined to be 1 ( Kamps and Cramer, 2001 ).”
- Progressive censoring methodology: an appraisal (2007, methodology): “ Kamps and Cramer (2001) have also presented a similar expression for the joint density of Xr:m:n and Xs:m:n ,f or 1≤ r Kamps and ...”
- Estimation Based on Generalized Order Statistics from the Burr Model (2005, background): “Kamps and Cramer ( 2001 ) studied some distribution properties of the gos from the Pareto, power and Weibull distributions.”
- Estimation procedures for Maxwell distribution under type-I progressive hybrid censoring scheme (2015, methodology): “[18] Kamps U, Cramer E.”
- Adaptive progressive Type-II censoring (2010, unknown): “For instance, confidence intervals and testing procedures for θ and µ can be constructed similarly to the case of a fixed censoring scheme (see Viveros and Balakrishnan 1994).”