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Asymptotic diffusion analysis of retrial queueing system M/M/1 with impatient customers, collisions and unreliable servers
Danilyuk, Elena Yu., Plekhanov, Alexander, Moiseeva, Svetlana P., Sztriks, János
of the number of customers in orbit is solved by using the method of asymptotic diffusion analyses under
Asymptotic analysis of M[n]/M/1 RQ-system with feedback and batch Poisson arrival
Nazarov, Anatoly A., Rozhkova, Svetlana V., Titarenko, E. Yu.
served, the customer leaves the system or goes to re-service or into orbit. An asymptotic analysis method
Asymptotic analysis of MMPP/M/1 retrial queueing system with unreliable server
Voronina, N. M., Rozhkova, Svetlana V., Fedorova, Ekaterina A.
fail. The server’s repairing and working times are exponentially distributed. The method of asymptotic
REFINED SPECTRAL PROPERTIES OF DIRICHLET AND NEUMANN PROBLEMS FOR THE LAPLACE OPERATOR IN A RECTANGULAR DOMAIN; [УТОЧНЕННЫЕ СПЕКТРАЛЬНЫЕ СВОЙСТВА ЗАДАЧ ДИРИХЛЕ И НЕЙМАНА ДЛЯ ОПЕРАТОРА ЛАПЛАСА В ПРЯМОУГОЛЬНОЙ ОБЛАСТИ]
Voytitsky V.I., Prudkii A.S.
-subspaces. It is realized even for classical boundary value problems solved by the method of separation of variables
Confidence intervals for a ratio of binomial proportions based on direct and inverse sampling schemes
Ngamkham T., Volodin A., Volodin I.
in the framework of direct or inverse binomial sampling. Asymptotic confidence intervals are constructed
Asymptotic analysis of retrial queueing system M/M/1 with impatient customers, collisions and unreliable server
Danilyuk, Elena Yu., Moiseeva, Svetlana P., Sztrik, János
recovery time are supposed to be exponentially distributed. An asymptotic analysis method is used to find
An application of the Maslov complex germ method to the one-dimensional nonlocal Fisher-KPP equation
Shapovalov, Alexander V., Trifonov, Andrey Yu.
A semiclassical approximation approach based on the Maslov complex germ method is considered
Asymptotic properties of the problem on eigenvibrations of the bar with attached load
Samsonov A.A., Solov’ev S.I., Korosteleva D.M.
was approximated by the mesh scheme of the finite element method on a uniform grid. Error estimates for approximate
Энергетические инварианты в теории упругопластических трещин
Гундина, М. А.
Asymptotic expansion method
About stability criteria of solutions of singularly perturbed problems for non-autonomous systems of ordinary differential equations with the periodic matrix in the presence of the multiple spectrum
Koniaev Yu.A., Fiodorov Yu.S., Vorkne A.Z.
splitting method

Страница 9 из 7670

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