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Applying the Best Parameterization Method and Its Modifications for Numerical Solving of Some Classes of Singularly Perturbed Problems

Kuznetsov E.B., Leonov S.S., Tsapko E.D.

Applying the Best Parameterization Method and Its Modifications for Numerical Solving of Some

Анализ параметризированных алгоритмов на основе эластичности функций сложности

Bykova, Valentina V., Быкова, Валентина В.

We give a brief overview of results and problems of parameterized algorithmics as the new direction

Sensitivity analysis of the physical parameterizations in the WRF model on the prediction accuracy of meteorological parameters

Starchenko, Alexander V., Kizhner, Lubov I., Svarovsky, Artem I., Prokhanov, Sergey A.

of different sets of parameterizations on the results of calculating the surface values of air temperature

Моделирование поведения бегущей константы КХД

Андреев, В.В., Бабич, К.С.

различных режимов поведения. Phenomenological parameterization of running coupling constant

On the Minimality of Squared Error of Solutions to Systems of Equations Transformed to the Best Parameter under Small Homogeneous Perturbations

Kuznetsov E.B., Leonov S.S.

such curves, the method of solution continuation with respect to a parameter and the best parameterization

Расчет однопетлевого интеграла электронной линии квантовой электродинамики

Гавриш, В. Ю., Тамков, А. Д.

for one-loop diagram of an electron line example. It is shown that the Feynman parameterization procedure

The parameterization of the ground state and its applications to planetary systems

Chatterjee T.K., Magalinsky V.B.

The parameterization of the ground state and its applications to planetary systems

Параметризованное моделирование объектов машиностроительного применения

Лешкевич, А. Ю., Клоков, Д. В., Игнатовец, В. М., Денисюк, И. Д.

Parameterized modelind the objects of maschinebuilding application

Gauge Parameterization of the n-Field

© 2019, Pleiades Publishing, Ltd. We propose a gauge parameterization of the three-dimensional n

Convergence of two-dimensional hypergeometric series for algebraic functions

Cherepanskiy, A. N., Tsikh, A. K.

J.Horn showed that the case of hypergeomteric series is more favourable. He found a parameterization

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