A new four parameter f amily of probability distributions is described. Special cases include Bernoulli trials, uniform, power series, exponential, triangular and Laplace (double exponential) distributions. Statistical properties, parameter determination and random variate generation are discussed
Abstract. There is a special class of probability distributions, namely the exponential family of pr...
In this paper, a new general family of distributions using the hypoexponential distribution is intro...
In the past couple of years, statistical models have been extensively used in applied areas for anal...
A new three-parameter family of distributions on the positive numbers is proposed. It includes the s...
Methods of introducing additional parameter to a family of multivariate exponential and Weibull dist...
The paper by Eugene, Lee and Famoye in 2002 pioneered the class of beta generated probability distri...
International audienceA new family of probability distributions is defined and Bayes estimation, Fis...
In statistics we are very often confronted with the problem of finding the properties of various dis...
This paper introduces a new four-parameter distribution motivated mainly by dealing with series-para...
<p>For Gamma, Log-normal and Inverse Gaussian distributions, the notation of parameters, the probabi...
In this article, we introduce a new class of distributions called the New Exponentiated T-X family o...
In this study, we present a new family of distributions through generalization of the extended bimod...
The need to develop generalizations of existing statistical distributions to make them more flexible...
This paper introduces a two-parameter family of distributions which includes the ordinary exponenti...
A new symmetric univariate probability distribution is proposed. Several properties are derived, and...
Abstract. There is a special class of probability distributions, namely the exponential family of pr...
In this paper, a new general family of distributions using the hypoexponential distribution is intro...
In the past couple of years, statistical models have been extensively used in applied areas for anal...
A new three-parameter family of distributions on the positive numbers is proposed. It includes the s...
Methods of introducing additional parameter to a family of multivariate exponential and Weibull dist...
The paper by Eugene, Lee and Famoye in 2002 pioneered the class of beta generated probability distri...
International audienceA new family of probability distributions is defined and Bayes estimation, Fis...
In statistics we are very often confronted with the problem of finding the properties of various dis...
This paper introduces a new four-parameter distribution motivated mainly by dealing with series-para...
<p>For Gamma, Log-normal and Inverse Gaussian distributions, the notation of parameters, the probabi...
In this article, we introduce a new class of distributions called the New Exponentiated T-X family o...
In this study, we present a new family of distributions through generalization of the extended bimod...
The need to develop generalizations of existing statistical distributions to make them more flexible...
This paper introduces a two-parameter family of distributions which includes the ordinary exponenti...
A new symmetric univariate probability distribution is proposed. Several properties are derived, and...
Abstract. There is a special class of probability distributions, namely the exponential family of pr...
In this paper, a new general family of distributions using the hypoexponential distribution is intro...
In the past couple of years, statistical models have been extensively used in applied areas for anal...