Dimpal Pathak
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View article: On a Generalized Alpha Skew Laplace Distribution: Properties and Applications
On a Generalized Alpha Skew Laplace Distribution: Properties and Applications Open
This study introduces a novel extension of the alpha skew Laplace distribution (Harandi and Alamatsaz 2013), designed to model datasets with both unimodal and bimodal characteristics effectively. A detailed examination of its statistical p…
View article: A Bimodal Extension of the Tanh Skew Normal Distribution: Properties and Applications
A Bimodal Extension of the Tanh Skew Normal Distribution: Properties and Applications Open
This article introduces a novel family of skew distributions namely Bimodal Tanh Skew Normal (BTSN)distributions, which incorporates a new skew function with the help of hyperbolic tangent function. Thisnew distribution is designed to acco…
View article: Balakrishnan Alpha Skew Generalized t Distribution: Properties and Applications
Balakrishnan Alpha Skew Generalized t Distribution: Properties and Applications Open
Objective: In this study, a new class of Balakrishnan distribution by extending the alpha skew generalized t distribution is proposed. Methods: Statistical properties of the Balakrishnan alpha skew generalized t distribution are studied in…
View article: Modeling Tri-Model Data With a New Skew Logistic Distribution
Modeling Tri-Model Data With a New Skew Logistic Distribution Open
This paper considers a new family of the trimodal skew logistic distributions. Some properties of this distribution, including moments, moments generating function, entropy, maximum likelihood estimates of parameters and some other propert…
View article: The Multimodal Extension of the Balakrishnan Alpha Skew Normal Distribution: Properties and Applications
The Multimodal Extension of the Balakrishnan Alpha Skew Normal Distribution: Properties and Applications Open
This paper introduces a new class of Balakrishnan distribution by extending the multimodal skew-normal distribution proposed by Chakraborty et al. (2015). Statistical properties of the new family of distributions are studied in detail. In …