Add to ORKGAlthough computer simulation can be used to determine the distribution of the product of two triangularly distributed variables for a specific application, a closed-form expression is preferable in general. Assuming independence, the closed-form probability density function of this product is derived.
In this paper a new approach is considered for studying the triangular distribution using the theore...
Determining distributions of the functions of random variables is a very important problem with a wi...
In this thesis we construct novel functional representations for the Probability Density Functions (...
ABSTRACT: The distributions of algebraic functions of random variables are important in theory of pr...
A new method is developed to simulate the triangular distribution. The result is of interest from a ...
The exact distributions of the quotients X/Y and Y/(X+Y) when X and Y are independent and triangular...
Determining distributions of the functions of random variables is one of the most important problems...
AbstractExact expressions are derived for the probability density function (pdf), cumulative distrib...
The distribution of product of two normally distributed variables come from the first part of the XX...
The triangular distribution is used in discrete-event and Monte Carlo simulation as a key probabilit...
The distribution of the product |XY | is derived when X and Y are Laplace and Bessel random variabl...
In this paper, some closed form expressions for selected parameters for the probability density func...
We present a proof of the explicit formula of the probability density function of the product of nor...
A new estimate of the probability density function (PDF) of the sum of a random number of independen...
Triangular distributions are a well-known class of distributions that are often used as an elementar...
In this paper a new approach is considered for studying the triangular distribution using the theore...
Determining distributions of the functions of random variables is a very important problem with a wi...
In this thesis we construct novel functional representations for the Probability Density Functions (...
ABSTRACT: The distributions of algebraic functions of random variables are important in theory of pr...
A new method is developed to simulate the triangular distribution. The result is of interest from a ...
The exact distributions of the quotients X/Y and Y/(X+Y) when X and Y are independent and triangular...
Determining distributions of the functions of random variables is one of the most important problems...
AbstractExact expressions are derived for the probability density function (pdf), cumulative distrib...
The distribution of product of two normally distributed variables come from the first part of the XX...
The triangular distribution is used in discrete-event and Monte Carlo simulation as a key probabilit...
The distribution of the product |XY | is derived when X and Y are Laplace and Bessel random variabl...
In this paper, some closed form expressions for selected parameters for the probability density func...
We present a proof of the explicit formula of the probability density function of the product of nor...
A new estimate of the probability density function (PDF) of the sum of a random number of independen...
Triangular distributions are a well-known class of distributions that are often used as an elementar...
In this paper a new approach is considered for studying the triangular distribution using the theore...
Determining distributions of the functions of random variables is a very important problem with a wi...
In this thesis we construct novel functional representations for the Probability Density Functions (...