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    On properties of dependent progressively Type II censored order statistics 

    Type: Journal Paper
    Author : Rezapour, M. - Alamatsaz, M.H. - Balakrishnan, N.
    Publisher: Springer
    Year: 2013

    On properties of progressively Type II censored order statistics arising from dependent and non identical random variables 

    Type: Journal Paper
    Publisher: Elsevier Science
    Year: 2013

    On some exact distributional results based on Type I progressively hybrid censored data from exponential distributions 

    Type: Journal Paper
    Author : Cramer, Erhard - Balakrishnan, N.
    Publisher: Elsevier Science
    Year: 2013

    Hybrid censoring: Models, inferential results and applications 

    Type: Journal Paper
    Author : Balakrishnan, N. - Kundu, Debasis
    Publisher: Elsevier Science
    Year: 2013

    Inference and optimal censoring schemes for progressively censored Birnbaum–Saunders distribution 

    Type: Journal Paper
    Author : Pradhan, Biswabrata - Kundu, Debasis
    Publisher: Elsevier Science
    Year: 2013

    Bayesian inference for the Pareto lifetime model in the presence of outliers under progressive censoring with binomial removals 

    Type: Journal Paper
    Author : U. J. Dixit; مهدی جباری نوقابی; Mehdi Jabbari Nooghabi
    Year: 2016
    Abstract:

    Here we have used Type II progressive censoring with random removal for the Pareto lifetime model in the presence of outliers. The number of units removed at each failure time follows a Binomial distribution. The analysis is based on Bayesian...

    Bayes estimation of mean lifetime in a proportional hazard rate model under progressive censoring 

    Type: Conference Paper
    Author : مصطفی رزمخواه; Bahareh Khatib; Mostafa Razmkhah; Bahareh Khatib
    Year: 2018
    Abstract:

    Suppose that the lifetimes of some units are independent but not identically distributed random variables, such that they come from a proportional hazard rate model; moreover, suppose that units are placed under ...

    Bayesian planning and inference of a progressively censored sample from linear hazard rate distribution 

    Type: Journal Paper
    Author : Sen, Ananda - Kannan, Nandini - Kundu, Debasis
    Year: 2013

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