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Страница 15 из 1777

Liquid helium-4 in the static fluctuation approximation

Al-Sugheir M., Ghassib H., Nigmatullin R.

-called static fluctuation approximation. This is based on the replacement of the square of the local

Hydrofoil flow over the interface of a two-layer heavy fluid with a free surface and rigid bottom

Kirillin K., Filippov S.

approximations with the use of a specially developed algorithm and a FORTRAN program. The numerical

Solution of elliptic optimal control problem with pointwise and non-local state constraints

Lapin A., Zalyalov D.

constraints. We construct a finite-difference approximation of the problem, we prove the existence

Algebraic method for approximating joint stationary distribution in finite capacity queue with negative customers and two queues [АЛГЕБРАИЧЕСКИЙ МЕТОД ПРИБЛИЖЕННОГО РАСЧЕТА СТАЦИОНАРНОГО РАСПРЕДЕЛЕНИЯ В СИСТЕМЕ ОБСЛУЖИВАНИЯ КОНЕЧНОЙ ЕМКОСТИ С ОТРИЦАТЕЛЬНЫМИ ЗАЯВКАМИ И ДВУМЯ ОЧЕРЕДЯМИ]

Razumchik Rostislav V.

algebraic method based on generating functions, Chebyshev and Gegenbauer polynomials for approximate

Approximate Conformal Mappings and Elasticity Theory

Ivanshin Petr Nikolaevich, Shirokova Elena Aleksandrovna

Here, we present the new method of approximate conformal mapping of the unit disk to a one

Improvement of Nociceptive Spike Clusterization with Shape Approximation

Gafurov O., Zakharov A., Koroleva K., Giniatullin R.

of calculations, we explored the prior approximation of spike shapes before applying clusterization. The prior

UNIFORM IN TIME BOUNDS FOR "NO-WAIT" PROBABILITY IN QUEUES OF M-t/M-t/S TYPE

Zeifman A., Korotysheva A., Satin Y., Shilova G., Razumchik R., Korolev V., Shorgin S.

as the arrival intensity is further increased. In the numerical section one compares the accuracy of the obtained

Numerical solution of a parabolic optimal control problem with time-fractional derivative

Romanenko A.

function is taken in the Caputo derivative form of fractional order α (0,1). The mesh approximation

Numerical and analytical modeling of guided modes of a planar gradient waveguide

Ayrjan E., Gevorkyan M., Kulyabov D., Lovetskiy K., Nikolaev N., Sevastianov A., Sevastianov L., Laneev E.

in the way that first we numerically calculate (approximately, with double precision) eigenvalues

Error estimates for lagrange-galerkin approximation of American options valuation

Dautov R.Z., Lapin A.V., Zhang S.

. This scheme is constructed using a combination of characteristic method for approximating the material

Страница 15 из 1777

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