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which is appeared within variational perturbation theory are investigated. We argue that a re

»; the second stems out of the ghost-free Analytic Perturbation Theory comprising non-power perturbative

It is shown that applying the nonperturbative method of variational perturbation series allows us

and Fractional Analytic Perturbation Theory that are the generalization of the standard QCD perturbation theory

of propagators in amplitudes of the if theory in the third and fourth order of the perturbation theory. We

number of cells. The Cauchy problem for singular perturbed infinite order systems of stochastic

Analytical methods in probability theory

of propagators in amplitudes of the if theory in the third and fourth order of the perturbation theory. We

Asymptotic expansion of the determinant of a perturbed matrix

planetary perturbations in the analytical theory. Other effects to distinguish the numerical theory from

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