The phrase "a random variable for the" is correct and usable in written English.
It can be used in statistical or mathematical contexts when discussing random variables and their applications or characteristics.
Example: "In this study, we will define a random variable for the outcome of the experiment."
Alternatives: "a random variable representing" or "a random variable associated with".
where x t is a random variable for the state of node t (e.g., 2D position), and G t denotes the neighbors of node t.
where E x) and Var(x) are the expected value and the variance of the histogram, and x is a random variable for the SR values of nonscreenshots.
Denote ∅ < t as a random variable for the time interval between t 0 and t 0 + t during which either of the two nodes or both change their movements.
If t is a random variable for the time of failure occurrence of the product t, the failure distribution usage is F t) and the density usage will be f(t); the reliability usage will be as follows: R t = 1 − f t Open image in new window (1).
Let A j be a random variable for the residues at site j.
Let W k be a random variable for the residues at site k.
For all types of components, loss is considered to be a random variable for which the variation of the first two statistical moments for different seismic demand levels are described by means of vulnerability functions (Miranda 1999; Ordaz 2000).
Each fragment size in general can be thought of as a random variable for which we know the mean and the standard deviation.
To investigate the "chiropractor effect" on the MC decision, we applied additional analytic models where a random variable for chiropractors was added, thus incorporating the hypothesized random variation between chiropractors in their recommendations for MC.
Let X Open image in new window be a random variable for a given physical system described by the N tuple θ = {θ1,⋯,θ N }, where θ i is the ith physical parameter.
In practice, transition time is a random variable for a sampling data block.
