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On Averaging and Mixing for Stochastic PDEs perturbations of linear PDEs with pure imaginary spectrum and show that if the involved effective equation

Asymptotic behavior of the solution of the optimal-time control problem under perturbed initial dataAsymptotic behavior of the solution of the optimal-time control problem under perturbed initial

Variotional perturbation theory and nonperturbative calculations in QCDVariotional perturbation theory and nonperturbative calculations in QCD

Variational perturbation theory: nonperturbative calculations in QCDVariational perturbation theory: nonperturbative calculations in QCD

A dynamic model of spherical perturbations in the Friedmann universe. III. Self-similar solutionsA dynamic model of spherical perturbations in the Friedmann universe. III. Self-similar solutions

Perturbations in a Superfluid Liquid in the Kaluza−Klein Theory in the Absence of the Cylindricity ConditionPerturbations in a Superfluid Liquid in the Kaluza−Klein Theory in the Absence of the Cylindricity

Synthesis of robust tracking control system under perturbation conditionsSynthesis of robust tracking control system under perturbation conditions

Is it Possible to Match Higher-Twist Contributions with Chiral Perturbation Theory?Is it Possible to Match Higher-Twist Contributions with Chiral Perturbation Theory?

Averaging for stochastic perturbations of integrable systemsWe are concerned with averaging theorems for ε-small stochastic perturbations of integrable

Rotational evolution of exoplanets under the action of gravitational and magnetic perturbations and magnetic perturbations. The planet is assumed to be dynamically symmetrical and to be magnetised along its

Страница 12 из 1929