Bezrodnykh S.I. - list of publications

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ANALYTIC CONTINUATION OF THE KAMPÉ DE FÉRIET FUNCTION AND THE GENERAL DOUBLE HORN SERIES

Article

Bezrodnykh S.I.

Integral Transforms and Special Functions. Taylor and Francis Ltd.. 2022.

ANALYTIC CONTINUATION OF LAURICELLA'S FUNCTION F D(N) FOR LARGE IN MODULO VARIABLES NEAR HYPERPLANES {Z J = Z L}

Article

Bezrodnykh S.I.

Integral Transforms and Special Functions. Taylor and Francis Ltd.. 2021.

HORN'S HYPERGEOMETRIC FUNCTIONS WITH THREE VARIABLES

Article

Bezrodnykh S.I.

Integral Transforms and Special Functions. Taylor and Francis Ltd.. 2020.

SINGULAR BEHAVIOR OF HARMONIC MAPS NEAR CORNERS

Article

Bezrodnykh S.I., Vlasov V.I.

Complex Variables and Elliptic Equations. Vol. 64. 2019. P. 838-851

ANALYTIC CONTINUATION OF THE LAURICELLA FUNCTION WITH ARBITRARY NUMBER OF VARIABLES

Article

Bezrodnykh S.I.

Integral Transforms and Special Functions. Taylor and Francis Ltd.. Vol. 29. 2018. P. 21-42

LAURICELLA HYPERGEOMETRIC FUNCTION $F_D{(N)}$, THE RIEMANN-HILBERT PROBLEM, AND SOME APPLICATIONS

Article

Bezrodnykh S.I.

Успехи математических наук. Федеральное государственное бюджетное учреждение науки Математический институт им. В.А. Стеклова Российской академии наук. Vol. 73. 2018. P. 3-94

THE LAURICELLA HYPERGEOMETRIC FUNCTION

Article

Bezrodnykh S.I.

Russian Mathematical Surveys. Vol. 73. 2018. P. 941-1031

ANALYTIC CONTINUATION OF THE APPELL FUNCTION F 1 AND INTEGRATION OF THE ASSOCIATED SYSTEM OF EQUATIONS IN THE LOGARITHMIC CASE

Article

Bezrodnykh S.I.

Computational Mathematics and Mathematical Physics. Vol. 57. 2017. P. 559-589

ANALYTIC CONTINUATION OF THE LAURICELLA FUNCTION AND INTEGRATION OF THE ASSOCIATED SYSTEM OF PDES

Article

Bezrodnykh S.I.

The 8th International Conference on Differential and Functional Differential Equations. Moscow, Russia, August 13-20, 2017. International Workshop “Differential Equations and Interdisciplinary Investigations” : abstracts. Moscow, Russia, August 17-19, 2017. РУДН. 2017. P. 23-24

О ПОВЕДЕНИИ ГАРМОНИЧЕСКОГО ОТОБРАЖЕНИЯ В УГЛАХ

Article

Bezrodnykh S.I., Vlasov V.I.

Математические заметки. Федеральное государственное бюджетное учреждение науки Математический институт им. В.А. Стеклова Российской академии наук. Vol. 101. 2017. P. 474-480

АНАЛИТИЧЕСКОЕ ПРОДОЛЖЕНИЕ ФУНКЦИИ АППЕЛЯ F1И ИНТЕГРИРОВАНИЕ СВЯЗАННОЙ С НЕЙ СИСТЕМЫ УРАВНЕНИЙ В ЛОГАРИФМИЧЕСКОМ СЛУЧАЕ

Article

Безродных С.И.

Журнал вычислительной математики и математической физики. Федеральное государственное бюджетное учреждение "Российская академия наук". Vol. 57. 2017. P. 555-587

DISCONTINUOUS PLASMA FLOWS NEAR RECONNECTING CURRENT LAYERS IN SOLAR FLARES

Article

Bezrodnykh S.I., Kolesnikov N.P., Somov B.V.

Astronomy Reports. Vol. 61. 2017. P. 239-255

ON THE BEHAVIOR OF HARMONIC MAPPINGS IN ANGLES

Article

Bezrodnykh S.I., Vlasov V.I.

Mathematical Notes. Vol. 101. 2017. P. 566-572

О РАЗРЫВНЫХ ТЕЧЕНИЯХ ПЛАЗМЫ ВБЛИЗИ ПЕРЕСОЕДИНЯЮЩЕГО ТОКОВОГО СЛОЯ В СОЛНЕЧНЫХ ВСПЫШКАХ

Article

Безродных C.И., Колесников Н.П., Сомов Б.В.

ASTRONOMICHESKII ZHURNAL. MEZHDUNARODNAYA KNIGA. Vol. 94. 2017. 259 p.

FINDING THE COEFFICIENTS IN THE NEW REPRESENTATION OF THE SOLUTION OF THE RIEMANN–HILBERT PROBLEM USING THE LAURICELLA FUNCTION

Article

Bezrodnykh S.I.

Mathematical Notes. Vol. 101. 2017. P. 759-777

ON THE ANALYTIC CONTINUATION OF THE LAURICELLA FUNCTION F D (N)

Article

Bezrodnykh S.I.

Mathematical Notes. Vol. 100. 2016. P. 318-324

JACOBI-TYPE DIFFERENTIAL RELATIONS FOR THE LAURICELLA FUNCTION FD (N)

Article

Bezrodnykh S.I.

Mathematical Notes. Vol. 99. 2016. P. 821-833

ON A NEW REPRESENTATION FOR THE SOLUTION OF THE RIEMANN–HILBERT PROBLEM

Article

Bezrodnykh S.I., Vlasov V.I.

Mathematical Notes. Vol. 99. 2016. P. 932-937

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Other authors

Israpilov D.I.

Records: 1

Ernazarov K.K.

Records: 15

Безродных С.И.

List of records

ANALYTIC CONTINUATION OF THE KAMPÉ DE FÉRIET FUNCTION AND THE GENERAL DOUBLE HORN SERIES

ANALYTIC CONTINUATION OF LAURICELLA'S FUNCTION F D(N) FOR LARGE IN MODULO VARIABLES NEAR HYPERPLANES {Z J = Z L}

HORN'S HYPERGEOMETRIC FUNCTIONS WITH THREE VARIABLES

SINGULAR BEHAVIOR OF HARMONIC MAPS NEAR CORNERS

ANALYTIC CONTINUATION OF THE LAURICELLA FUNCTION WITH ARBITRARY NUMBER OF VARIABLES

LAURICELLA HYPERGEOMETRIC FUNCTION <NOBR>$F_D{(N)}$</NOBR>, THE RIEMANN-HILBERT PROBLEM, AND SOME APPLICATIONS

THE LAURICELLA HYPERGEOMETRIC FUNCTION

ANALYTIC CONTINUATION OF THE APPELL FUNCTION F 1 AND INTEGRATION OF THE ASSOCIATED SYSTEM OF EQUATIONS IN THE LOGARITHMIC CASE

ANALYTIC CONTINUATION OF THE LAURICELLA FUNCTION AND INTEGRATION OF THE ASSOCIATED SYSTEM OF PDES

О ПОВЕДЕНИИ ГАРМОНИЧЕСКОГО ОТОБРАЖЕНИЯ В УГЛАХ

АНАЛИТИЧЕСКОЕ ПРОДОЛЖЕНИЕ ФУНКЦИИ АППЕЛЯ <I>F<SUB>1</SUB></I>И ИНТЕГРИРОВАНИЕ СВЯЗАННОЙ С НЕЙ СИСТЕМЫ УРАВНЕНИЙ В ЛОГАРИФМИЧЕСКОМ СЛУЧАЕ

DISCONTINUOUS PLASMA FLOWS NEAR RECONNECTING CURRENT LAYERS IN SOLAR FLARES

ON THE BEHAVIOR OF HARMONIC MAPPINGS IN ANGLES

О РАЗРЫВНЫХ ТЕЧЕНИЯХ ПЛАЗМЫ ВБЛИЗИ ПЕРЕСОЕДИНЯЮЩЕГО ТОКОВОГО СЛОЯ В СОЛНЕЧНЫХ ВСПЫШКАХ

FINDING THE COEFFICIENTS IN THE NEW REPRESENTATION OF THE SOLUTION OF THE RIEMANN–HILBERT PROBLEM USING THE LAURICELLA FUNCTION

ON THE ANALYTIC CONTINUATION OF THE LAURICELLA FUNCTION F D (N)

JACOBI-TYPE DIFFERENTIAL RELATIONS FOR THE LAURICELLA FUNCTION FD (N)

ON A NEW REPRESENTATION FOR THE SOLUTION OF THE RIEMANN–HILBERT PROBLEM

Other authors

Israpilov D.I.

Ernazarov K.K.