# continuous random variable

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## con·tin·u·ous ran·dom var·i·a·ble

continuous variable that may randomly assume any value in its domain but any particular value has no probability of occurring, only a probability density.
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In probability theory, a log-normal distribution is a continuous probability distribution of a random variable whose logarithm is normally distributed.
Heitsch and Romisch [15] proposed a kind of fast forward and backward reduction to reduce the computational complexity, applying the discretization of possibility distribution instead of the initial continuous probability distribution. A scenario optimal reduction technique, introduced by Dupacova et al [14], applied the Foret-Mourier distance and duality theory to compute the distance between two probability measures.
In 1977, Muth [25] introduced a continuous probability distribution in the context of reliability theory.
The seller has overall information about rival prices represented by a continuous probability distribution F, which is nondegenerate.
In probability theory and statistics the Weibull distribution is a continuous probability distribution. It is named after the Waloddi Weibull.
The Lognormal distribution ln N([mu], [[sigma].sup.2]) is a continuous probability distribution of random variable, whose logarithm is normally distributed.
If we think of X as being drawn from a continuous probability distribution, then the probability of having X equal exactly 1 is 0.
The von Mises distribution is a continuous probability distribution on the circle, and is used in applications of directional statistics such as grain orientation.
Hence a continuous probability distribution function (pdf) becomes a discrete pdf that can be written:
With a continuous probability distribution an infinite number of possible outcomes exist.
Buyers and sellers receive valuations of securities to be exchanged drawn from a continuous probability distribution f(x) defined over [[x.bar], [bar.x]] [epsilon] [R.sup.+] and its cumulative density function [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] f(x)dx common to all sellers and buyers.
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