Notations:
Mathematical expectation is denoted by E[.], Pr[.] stands for probability, Ei (.) is the exponential integral, [f.sub.X] (.) and [F.sub.X] (.) define the probability density function (PDF) and cumulative distribution function (CDF) of a given random variable (RV) X, respectively.
where [m.sub.x] is the
mathematical expectation; x is the numerical value of the dimension.
In this case, the
mathematical expectation of the detachment area M([alpha]) will be within the capabilities of the technological coating process, under which the equilibrium state of the peeling section will be preserved under the action of technological stresses.
In this case the
mathematical expectation values and variances of [g.sub.1] and [g.sub.2] are as follows:
E[*] stands for the
mathematical expectation operator.
It recasts the definite integral as a
mathematical expectation of a random variable.
Where SNR' denotes SNR of the compressed signal, and E() refers to the
mathematical expectation.
It addresses the theoretical framework needed to build, analyze, and interpret different models, with examples from various fields, and details basic concepts in descriptive statistics; measures of location and spread; skewness and kurtosis; probability; discrete, continuous, and joint distributions;
mathematical expectation; generating functions; and functions of random variables.
The
mathematical expectation of the number of children of the families, whose final child is a boy for the first time, is equal to 2.