USE OF RANDOM VARIABLES TRANSFORMATIONS IN THE ANALYSIS OF MODERN WIRELESS NETWORKS functional dependencies from other random
variables, whose characteristics are known. This article describes
Double-layer potential of axially symmetric Helmholtz lowest term equation for this type of equations. 4. When using the formulas associated with the special
hypergeometric functions Double-layer potential of axially symmetric Helmholtz lowest term equation for this type of equations. 4. When using the formulas associated with the special
hypergeometric functions EVALUATION OF THE FUNCTIONAL STATE OF THE ORGANISM BY VIBRATION OF PHYSIOLOGICAL CONSTANTSHeart rate
variability reflects the
functional state of the body. One of the key indicators
Asymptotic analysis of solutions of differential equations with polynomially periodic coefficients) are sufficiently smooth ntimes n matrix
functions that are T-periodic on the semiaxis [t_0,+infty). Our results