Add to ORKGA new lifetime class with decreasing failure ratewhich is obtained by compounding truncated Poisson distribution and a lifetime distribution,where the compounding procedure follows same way that was previously carried out by Adamidis and Loukas(1998).A general form of probability, distribution, survival and hazard rate functions as well as its properties will be presented for such a class. Thisnew class of distributions generalizes several distributions which have been introduced and studied in the literature
In this paper two probability distributions are introduced compounding inverse Weibull distribution ...
A new lifetime distribution for modeling system lifetime in series setting is proposed that embodies...
ABSTRACT In this paper, a new compounding distribution, named zero truncated Lindley-Poisson distrib...
summary:In this paper, we introduce a general family of continuous lifetime distributions by compoun...
Recently, Alkarni and Oraby (2012) obtained general forms for some properties of the compound class ...
A new class of distributions with increasing, decreasing, bathtub-shaped and unimodal hazard rate fo...
Some classes of life distributions de ned based on the failure rate are considered.These are the new...
In this paper we proposed a new two-parameters lifetime distribution with increasing failure rate. T...
A new class of lifetime distributions, which can exhibit with upside-down bathtub-shaped, bathtub-sh...
Closure results in class L proved recently for geometric compounds are generalized to general compou...
Closure results in class proved recently for geometric compounds are generalized to general compound...
In this paper, we explore a new family of models for lifetime data called Ishita Power Series family...
Comparisons between the failure rate of a new unit with that of the residual life of a used unit are...
A new class of lifetime distribution called complementary exponentiated BurrXII Poisson (CEBXIIP) di...
summary:Many lifetime distributions are motivated only by mathematical interest. Here, eight new fam...
In this paper two probability distributions are introduced compounding inverse Weibull distribution ...
A new lifetime distribution for modeling system lifetime in series setting is proposed that embodies...
ABSTRACT In this paper, a new compounding distribution, named zero truncated Lindley-Poisson distrib...
summary:In this paper, we introduce a general family of continuous lifetime distributions by compoun...
Recently, Alkarni and Oraby (2012) obtained general forms for some properties of the compound class ...
A new class of distributions with increasing, decreasing, bathtub-shaped and unimodal hazard rate fo...
Some classes of life distributions de ned based on the failure rate are considered.These are the new...
In this paper we proposed a new two-parameters lifetime distribution with increasing failure rate. T...
A new class of lifetime distributions, which can exhibit with upside-down bathtub-shaped, bathtub-sh...
Closure results in class L proved recently for geometric compounds are generalized to general compou...
Closure results in class proved recently for geometric compounds are generalized to general compound...
In this paper, we explore a new family of models for lifetime data called Ishita Power Series family...
Comparisons between the failure rate of a new unit with that of the residual life of a used unit are...
A new class of lifetime distribution called complementary exponentiated BurrXII Poisson (CEBXIIP) di...
summary:Many lifetime distributions are motivated only by mathematical interest. Here, eight new fam...
In this paper two probability distributions are introduced compounding inverse Weibull distribution ...
A new lifetime distribution for modeling system lifetime in series setting is proposed that embodies...
ABSTRACT In this paper, a new compounding distribution, named zero truncated Lindley-Poisson distrib...