Results 21 to 30 of about 64,647 (289)
Slash-Weighted Lindley Distribution: Properties, Inference, and Applications
The slash-weighted Lindley model is introduced due to the need to obtain a model with more kurtosis than the weighted Lindley distribution. Several expressions for the pdf of this model are given.
Jaime S. Castillo +3 more
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A versatile model for lifetime of a component under stress
In this study, a versatile model, called $$\alpha$$ α -monotone inverse Weibull distribution ( $$\alpha$$ α IW), for lifetime of a component under stress is introduced by using the $$\alpha$$ α -monotone concept.
Fatimah E. Almuhayfith +3 more
doaj +1 more source
Lindley–exponential slash distribution
AbstractThere is a problem arising when Lindley distribution is used to model right–skewed and unimodal data, which lies in its inability to model data with its peak farther from 0. A modification is required to increase the flexibility of this distribution, with “transformed–transformer” being one of the proposed method.
M Dwiki, S Nurrohmah, M Novita
openaire +1 more source
The multivariate asymmetric slash Laplace distribution and its applications
We have introduced a multivariate asymmetric-slash Laplace distribution, a flexible distribution that can take skewness and heavy tails into account. This distribution is useful in simulation studies where it can introduce distributional challenges in ...
Bindu Punathumparambath
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Wounding patterns and human performance in knife attacks: optimising the protection provided by knife-resistant body armour [PDF]
Stab attacks generate high loads,1 and to defeat them, armour needs to be of a certain thickness and stiffness.2,3 Slash attacks produce much lower loads and armour designed to defeat them can be far lighter and more flexible.Methods and subjects: Phase
Bleetman, A +3 more
core +1 more source
Summary: In this article we study a subfamily of the slashed-Weibull family. This subfamily can be seen as an extension of the Rayleigh distribution with more flexibility in terms of the kurtosis of distribution. This special feature makes the extension suitable for fitting atypical observations.
IRIARTE, YURI A. +3 more
openaire +4 more sources
A new family of skewed slash distributions generated by the normal kernel
The present paper is a generalization of the recent paper by Nadaraja and Kotz (2003) (Skewed distributions generated by the normal kernel, “Statistics & Probability Letters’’, 65, pp. 269-277). The new family of univariate skewed slash distributions
Bindu Punathumparambath
doaj +1 more source
An Extension of the Akash Distribution: Properties, Inference and Application
In this article we introduce an extension of the Akash distribution. We use the slash methodology to make the kurtosis of the Akash distribution more flexible. We study the general probability density function of this new model, some properties, moments,
Yolanda M. Gómez +3 more
doaj +1 more source
Matrix variate slash distribution
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Y. Murat Bulut, Olçay Arslan
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Arboreal frogs, tank bromeliads and disturbed seasonal tropical forest [PDF]
We investigated the relationship between arboreal frogs, tank bromeliads and landscape transformation in tropical forests of southeastern Campeche, Mexico. We surveyed frogs in six distinct habitats: slash and burn agriculture, seasonally flooded forest (
Augustine, Justine +3 more
core +2 more sources

