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Role of concomitants of order statistics in determining parent bivariate distributions

Communications in statistics. Theory and methods, 2017-08, Vol.46 (16), p.7976-7997

2017

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On a muted family of bivariate distributions

Applied Mathematical Modelling, 2019-03, Vol.67, p.510-528

2019

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On Weibull–Burr impounded bivariate distribution

Japanese journal of statistics and data science, 2021-07, Vol.4 (1), p.73-105

2021

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Estimation of the scale parameter of a log-logistic distribution

Metrika, 2013-04, Vol.76 (3), p.427-448

2013

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Estimation of the scale parameter of a family of distributions using a newly derived minimal sufficient statistic

Communications in statistics. Theory and methods, 2022-11, Vol.51 (22), p.7929-7962

2022

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Characterizations of bivariate distributions using concomitants of record values

Metrika, 2014-10, Vol.77 (7), p.947-963

2014

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Concomitant record ranked set sampling

Communications in statistics. Theory and methods, 2017-10, Vol.46 (19), p.9518-9540

2017

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Estimation of a parameter of Morgenstern type bivariate exponential distribution by ranked set sampling

Annals of the Institute of Statistical Mathematics, 2008-06, Vol.60 (2), p.301-318

2008

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On Generalized Lower(k)record Values from the Fréchet Distribution

JOURNAL OF THE JAPAN STATISTICAL SOCIETY, 2014/12/31, Vol.44(2), pp.157-178

2014

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Characterizations of bivariate distributions by properties of concomitants of order statistics

Statistics & probability letters, 2008-12, Vol.78 (18), p.3350-3354

2008

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On an Application of Concomitants of Order Statistics in Characterizing a Family of Bivariate Distributions

Communications in statistics. Theory and methods, 2011-03, Vol.40 (8), p.1445-1452

2011

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Estimation of a Parameter of Bivariate Pareto Distribution by Ranked Set Sampling

Journal of applied statistics, 2007-08, Vol.34 (6), p.703-714

2007

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Use of Spacings in the Estimation of Common Scale Parameter of Several Distributions

Communications in statistics. Theory and methods, 2010-01, Vol.39 (11), p.1951-1959

2010

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Recurrence relations for the moments of order statistics from a beta distribution

Statistical papers (Berlin, Germany), 2008-03, Vol.49 (1), p.139-146

2008

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Estimation of the parameters of log-gamma distribution using order statistics

Metrika, 2007-07, Vol.66 (1), p.115-127

2007

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Tsallis Entropy Properties of Record Values

Bulletin - Calcutta Statistical Association, 2015-03, Vol.67 (1-2), p.47-60

2015

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On Characterization of Gompertz Distribution by Properties of Generalized Record Values

Journal of statistical theory and applications, 2014-03, Vol.13 (1), p.38-45

2014

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A New Bivariate Distribution with Rayleigh and Lindley Distributions as Marginals

Journal of statistical theory and practice, 2020-06, Vol.14 (2), Article 28

2020

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On Weibull–Burr impounded bivariate distribution

Japanese journal of statistics and data science, 2021-07, Vol.4 (1), p.73-105

2021

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On diagnostic devices for proposing half-logistic and inverse half-logistic models using generalized (k) record values

Communications in statistics. Theory and methods, 2019-03, Vol.48 (5), p.1073-1091

2019

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Estimation of location and scale parameters of a distribution by U-statistics based on best linear functions of order statistics

Journal of statistical planning and inference, 2008-07, Vol.138 (7), p.2190-2200

2008

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Estimation of parameters of bivariate normal distribution using concomitants of record values

Statistical papers (Berlin, Germany), 2008-04, Vol.49 (2), p.263-275

2008

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On Some Properties of Mathai–Haubold Entropy of Record Values

Journal of the Indian Society for Probability and Statistics, 2019-06, Vol.20 (1), p.31-49

2019

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Concomitants of Record Values Arising from Morgenstern Type Bivariate Logistic Distribution and Some of their Applications in Parameter Estimation

Metrika, 2006-12, Vol.64 (3), p.317-331

2006

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Estimation of the Parameters of Type-I Generalized Logistic Distribution Using Order Statistics

Communications in statistics. Theory and methods, 2008-03, Vol.37 (10), p.1506-1524

2008

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Role of concomitants of order statistics in determining parent bivariate distributions

On a muted family of bivariate distributions

On Weibull–Burr impounded bivariate distribution

Estimation of the scale parameter of a log-logistic distribution

Estimation of the scale parameter of a family of distributions using a newly derived minimal sufficient statistic

Characterizations of bivariate distributions using concomitants of record values

Concomitant record ranked set sampling

Estimation of a parameter of Morgenstern type bivariate exponential distribution by ranked set sampling

On Generalized Lower(k)record Values from the Fréchet Distribution

Characterizations of bivariate distributions by properties of concomitants of order statistics

On an Application of Concomitants of Order Statistics in Characterizing a Family of Bivariate Distributions

Estimation of a Parameter of Bivariate Pareto Distribution by Ranked Set Sampling

Use of Spacings in the Estimation of Common Scale Parameter of Several Distributions

Recurrence relations for the moments of order statistics from a beta distribution

Estimation of the parameters of log-gamma distribution using order statistics

Tsallis Entropy Properties of Record Values

On Characterization of Gompertz Distribution by Properties of Generalized Record Values

A New Bivariate Distribution with Rayleigh and Lindley Distributions as Marginals

On Weibull–Burr impounded bivariate distribution

On diagnostic devices for proposing half-logistic and inverse half-logistic models using generalized (k) record values

Estimation of location and scale parameters of a distribution by U-statistics based on best linear functions of order statistics

Estimation of parameters of bivariate normal distribution using concomitants of record values

On Some Properties of Mathai–Haubold Entropy of Record Values

Concomitants of Record Values Arising from Morgenstern Type Bivariate Logistic Distribution and Some of their Applications in Parameter Estimation

Estimation of the Parameters of Type-I Generalized Logistic Distribution Using Order Statistics

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