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  1. No Access

    Article

    Likelihood ratio order of parallel systems with heterogeneous Weibull components

    In this paper, we compare the largest order statistics arising from independent heterogeneous Weibull random variables based on the likelihood ratio order. Let

    Longxiang Fang, N. Balakrishnan in Metrika (2016)

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    Article

    Representations of the inactivity time for coherent systems with heterogeneous components and some ordered properties

    In this paper, we present several useful mixture representations for the reliability function of the inactivity time of systems with heterogeneous components based on order statistics, signatures and mean reli...

    Zhengcheng Zhang, N. Balakrishnan in Metrika (2016)

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    Article

    Inference for the bivariate Birnbaum–Saunders lifetime regression model and associated inference

    In this paper, we discuss a regression model based on the bivariate Birnbaum–Saunders distribution. We derive the maximum likelihood estimates of the model parameters and then develop associated inference. Nex...

    N. Balakrishnan, **aojun Zhu in Metrika (2015)

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    Article

    Limit results for concomitants of order statistics

    In this paper, we discuss the concomitants of order statistics. We study asymptotic properties of the concomitants of largest order statistics and we pay special attention to strong limit results. The strong l...

    N. Balakrishnan, Alexei Stepanov in Metrika (2015)

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    Article

    An EM algorithm for the estimation of parameters of a flexible cure rate model with generalized gamma lifetime and model discrimination using likelihood- and information-based methods

    In this paper, we consider the Conway–Maxwell Poisson (COM-Poisson) cure rate model based on a competing risks scenario. This model includes, as special cases, some of the well-known cure rate models discussed...

    N. Balakrishnan, Suvra Pal in Computational Statistics (2015)

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    Article

    On the Computation of Entropy Prior Complexity and Marginal Prior Distribution for the Bernoulli Model

    As the size and complexity of models grow, the choice of the best model becomes a difficult and challenging task. Once the best model is specified, the goodness of fit of the model needs to be examined first. ...

    N. Balakrishnan, Professor C. Koukouvinos in Journal of Statistical Theory and Practice (2015)

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    Article

    Analyzing supersaturated designs for discrete responses via generalized linear models

    A supersaturated design is a factorial design in which the number of factors to be estimated is larger than the available number of experimental runs. The cost and time required for many industrial experimenta...

    N. Balakrishnan, C. Koukouvinos, C. Parpoula in Statistical Papers (2015)

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    Chapter and Conference Paper

    Pitman Closest Estimators Based on Convex Linear Combinations of Two Contiguous Order Statistics

    Comparisons of best linear unbiased estimators with some other prominent estimators have been carried out over the last six decades since the ground breaking work of Lloyd [13]; see Arnold et al. [1] and David an...

    N. Balakrishnan, Katherine F. Davies in Ordered Data Analysis, Modeling and Health… (2015)

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    Article

    \(L\) -statistics from multivariate unified skew-elliptical distributions

    We study here the distributions of order statistics and linear combinations of order statistics from a multivariate unified skew-elliptical distribution. We show that these distributions can be expressed as mi...

    R. B. Arellano-Valle, Ahad Jamalizadeh, H. Mahmoodian, N. Balakrishnan in Metrika (2014)

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    Book

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    Chapter

    Progressive Type-I Censoring: Basic Properties

    The distribution theory of progressive Type-I censored order statistics is presented. Furthermore, the dependence structure and the distribution of the number of observations up to some given threshold are add...

    N. Balakrishnan, Erhard Cramer in The Art of Progressive Censoring (2014)

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    Chapter

    Adaptive Progressive Type-II Censoring and Related Models

    The notion of adaptive progressive Type-II censoring is introduced in detail and the relation to some other models is illustrated. The discussion includes, e.g., nonadapative progressive Type-II censoring, the...

    N. Balakrishnan, Erhard Cramer in The Art of Progressive Censoring (2014)

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    Chapter

    Progressive Type-I Interval Censored Data

    Inference for progressive Type-I interval censored data is presented. The discussion includes parametric inference as well as problems of choosing optimal inspection times and optimal progressive interval cens...

    N. Balakrishnan, Erhard Cramer in The Art of Progressive Censoring (2014)

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    Chapter

    Simulation of Progressively Censored Order Statistics

    Several accounts to the simulation of progressively censored data are presented. This includes procedures mimicking the generation process ofprogressively censored order statistics as well as methods based on ...

    N. Balakrishnan, Erhard Cramer in The Art of Progressive Censoring (2014)

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    Chapter

    Stress–Strength Models with Progressively Censored Data

    Step-stress models based on two progressively Type-II censored data sets are reviewed. The discussion includes likelihood inference as well minimum variance unbiased estimation. A special emphasis is put on ex...

    N. Balakrishnan, Erhard Cramer in The Art of Progressive Censoring (2014)

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    Chapter

    Progressive Type-II Censoring Under Nonstandard Conditions

    The mixture representation for progressively Type-II censored order statistics from arbitrary baseline distributions is proven. Furthermore, results for INID progressively Type-II censored order statistics and...

    N. Balakrishnan, Erhard Cramer in The Art of Progressive Censoring (2014)

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    Chapter

    Maximum Likelihood Estimation in Progressive Type-II Censoring

    Likelihood inference in progressive Type-II censoring is presented for a wide range of distributions including exponential, Weibull, extreme value, generalized Pareto, Laplace, and normal distributions. The ch...

    N. Balakrishnan, Erhard Cramer in The Art of Progressive Censoring (2014)

  18. No Access

    Chapter

    Progressive Type-II Censoring: Distribution Theory

    The distribution theory of progressively Type-II censored order statistics is presented with a focus on particular baseline distributions like exponential and generalized Pareto distributions. The discussion i...

    N. Balakrishnan, Erhard Cramer in The Art of Progressive Censoring (2014)

  19. No Access

    Chapter

    Progressive Hybrid and Adaptive Censoring and Related Inference

    Inferential results for progressive hybrid and adaptive progressive Type-II censored data are shown. A special focus is given to one- and two-parameter exponential distributions.

    N. Balakrishnan, Erhard Cramer in The Art of Progressive Censoring (2014)

  20. No Access

    Chapter

    Point Prediction from Progressively Type-II Censored Samples

    Several prediction problems for progressively Type-II censored data are considered. This includes prediction of progressively censored lifetime as well as prediction of future observations. After introducing s...

    N. Balakrishnan, Erhard Cramer in The Art of Progressive Censoring (2014)

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