In this article, we introduce a new general family of distributions derived to the truncated
inverted Kumaraswamy distribution (on the unit interval), called the truncated inverted …

This paper develops the exponentiated Mfamily of continuous distributions, aiming to
provide new statistical models for data fitting purposes. It stands out from the other families …

In this article a generalization of the inverse Rayleigh distribution has been addressed by
using DUS transformation, named as Exponential Transformed Inverse Rayleigh (ETIR) …

Among the recent proposed continuous distributions, the truncated inverse Lomax
distribution benefits of an overall simplicity from the mathematical point of view and offers a …

In this note we find application of a new class cumulative distribution function
transformations to construct a family of sigmoidal functions based on the Verhulst logistic …

In this paper, a new transmuted general family of distributions is introduced and studied. In
particular, we obtain explicit expressions for the moments, the incomplete moments, the …

The new trasmuted CDF based on Gompertz function Page 1 Article Biomath Communications
5 (2018) Biomath Communications www.biomathforum.org/biomath/index.php/conference The …

This paper proposes a new robust learning strategy, which is based on a Weibull M-
transform function. The suitability of the Weibull M-transform function as a robust norm has …

In this paper, we first show a new probability result which can be concisely formulated as
follows: the function 2 G β/(1+ G α), where G denotes a baseline cumulative distribution …

This paper introduces a new rich family of distributions based on mixtures and the so-called
Marshall-Olkin family of distributions. It includes a wide variety of well-established mixture …