In this paper, the lognormal distribution is studied, and a new series representation is proposed. This series uses the powers of the bilinear function. From it, a simplified form is obtained and used to compute the Laplace transform of the distribution
In this study, we present a new family of distributions through generalization of the extended bimod...
We provide bibliographical connections and extensions of several representations of the classical La...
Here we consider a zero-inflated logarithmic series distribution (ZILSD) and study some of its prope...
In this review, we will consider two closely related problems associated with the lognormal distribu...
Integral transforms of the lognormal distribution are of great importance in statistics and probabil...
The study of the logarithmic series distribution (LSD) with non-negative support received much atten...
A random variable Y is said to have the Laplace distribution or the double exponential distribution ...
In this paper, we perform the computation of the Laplace-Stieljes transform of Lognormal and Weibull...
Logtype distributions were studied by a number of authors. Galton (1879) introduced log normal distr...
Abstract—Sums of lognormal random variables (RVs) are of wide interest in wireless communications an...
The normal-Laplace (NL) distribution results from convolving independent normally distributed and La...
The sum of the lognormal distributions is widely used for performance analysis in various areas, inc...
It is shown that, when expressing arguments in terms of their logarithms, the Laplace transform of a...
We present the technical details of the logitnormal distribution of a variable supported on the open...
but the origin of integral transform is Fourier and Laplace transforms. So these two transforms are ...
In this study, we present a new family of distributions through generalization of the extended bimod...
We provide bibliographical connections and extensions of several representations of the classical La...
Here we consider a zero-inflated logarithmic series distribution (ZILSD) and study some of its prope...
In this review, we will consider two closely related problems associated with the lognormal distribu...
Integral transforms of the lognormal distribution are of great importance in statistics and probabil...
The study of the logarithmic series distribution (LSD) with non-negative support received much atten...
A random variable Y is said to have the Laplace distribution or the double exponential distribution ...
In this paper, we perform the computation of the Laplace-Stieljes transform of Lognormal and Weibull...
Logtype distributions were studied by a number of authors. Galton (1879) introduced log normal distr...
Abstract—Sums of lognormal random variables (RVs) are of wide interest in wireless communications an...
The normal-Laplace (NL) distribution results from convolving independent normally distributed and La...
The sum of the lognormal distributions is widely used for performance analysis in various areas, inc...
It is shown that, when expressing arguments in terms of their logarithms, the Laplace transform of a...
We present the technical details of the logitnormal distribution of a variable supported on the open...
but the origin of integral transform is Fourier and Laplace transforms. So these two transforms are ...
In this study, we present a new family of distributions through generalization of the extended bimod...
We provide bibliographical connections and extensions of several representations of the classical La...
Here we consider a zero-inflated logarithmic series distribution (ZILSD) and study some of its prope...
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