Examples of using Random variable in English and their translations into Greek
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Financial
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Official/political
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Computer
Event Random variable.
The expected value of the random variable X.
Random variable- Wikipedia.
Continuous Random Variable.
Every random variable has a corresponding probability distribution.
That's a uniform random variable.
Well, the random variable can be either zero or one.
So let's see, for the random variable y.
If a random variable X has this distribution, we write X~ Exponential(λ).
Suppose we have a random variable y.
If the distribution of"X" is continuous,then"X" is called a continuous random variable.
Multivariate random variable- Wikipedia.
Figure 60-3 Simulating a normal random variable.
The notion of a random variable, distribution functions, moments.
Figure 60-2 Simulating a discrete random variable.
If the random variable X is discrete with probability mass function x1↦ p1,….
If X is a nonnegative random variable and a> 0, then.
Entropy quantities the uncertainty involved in predicting the value of a random variable.
Simply stated the value of a random variable is a numerical event.
A discrete random variable can assume only a finite or countably infinite number of values.
So for a Poisson-distributed random variable σ2= μ.
For example, suppose the random variable X is symmetrically distributed about zero, and Y= X2.
Therefore z is a unif orm random variable.
XOR with independent uniform random variable what I end up with is a uniform random variable.
So for an exponentially distributed random variable σ2= μ2.
Random variable is a function or rule that assigns a number to each outcome of a experiment.
So for an exponentially distributed random variable σ2= μ2.
The population variance for a non-negative random variable can be expressed in terms of the cumulative distribution function F using.
For example, if Xn are distributed uniformly on intervals(0, 1/n),then this sequence converges in distribution to a degenerate random variable X= 0.
Each oval shape represents a random variable that can adopt a number of values.