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Bezrodnykh, Sergeĭ I.

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Author ID: bezrodnykh.sergei-i Recent zbMATH articles by "Bezrodnykh, Sergeĭ I."
Published as: Bezrodnykh, S. I.; Bezrodnykh, Sergei; Bezrodnykh, Sergeĭ I.
External Links: Wikidata
Documents Indexed: 22 Publications since 2002

Publications by Year

Citations contained in zbMATH

15 Publications have been cited 44 times in 22 Documents Cited by Year
The Riemann-Hilbert problem in a complicated domain for a model of magnetic reconnection in a plasma. Zbl 1135.30315
Bezrodnykh, S. I.; Vlasov, V. I.
10
2002
Analytic continuation formulas and Jacobi-type relations for Lauricella function. Zbl 1350.33021
Bezrodnykh, S. I.
5
2016
Singular Riemann-Hilbert problem in complex-shaped domains. Zbl 1325.30036
Bezrodnykh, S. I.; Vlasov, V. I.
5
2014
The Lauricella hypergeometric function \(F_D^{(N)}\), the Riemann-Hilbert problem, and some applications. Zbl 1428.33027
Bezrodnykh, Sergeĭ I.
4
2018
Analytic continuation of the Appell function \(F_1\) and integration of the associated system of equations in the logarithmic case. Zbl 1377.33010
Bezrodnykh, S. I.
3
2017
On the analytic continuation of the Lauricella function \(F_D^{(N)}\). Zbl 1357.33016
Bezrodnykh, S. I.
3
2016
On a problem of the constructive theory of harmonic mappings. Zbl 1309.65119
Bezrodnykh, S. I.; Vlasov, V. I.
3
2014
On capacity computation for symmetric polygonal condensers. Zbl 1416.65076
Bezrodnykh, Sergei; Bogatyrëv, Andrei; Goreinov, Sergei; Grigor’ev, Oleg; Hakula, Harri; Vuorinen, Matti
2
2019
On a new representation for the solution of the Riemann-Hilbert problem. Zbl 1351.30026
Bezrodnykh, S. I.; Vlasov, V. I.
2
2016
On the uniqueness of solution Cauchy’s inverse problem for the equation \(\Delta u=au+b\). Zbl 1229.35321
Bezrodnykh, S. I.; Demidov, A. S.
2
2011
Analytic continuation of the Lauricella function \(F^{(N)}_D\) with arbitrary number of variables. Zbl 1384.33026
Bezrodnykh, S. I.
1
2018
Finding the coefficients in the new representation of the solution of the Riemann-Hilbert problem using the Lauricella function. Zbl 1375.30047
Bezrodnykh, S. I.
1
2017
Jacobi-type differential relations for the Lauricella function \(F_D^{(N)}\). Zbl 1350.33022
Bezrodnykh, S. I.
1
2016
Analytic-numerical method for computation of interaction of physical fields in semiconductor diode. Zbl 1349.78027
Bezrodnykh, S. I.; Vlasov, V. I.
1
2015
A boundary value problem for modeling physical fields in a semiconductor. Zbl 1071.82057
Bezrodnykh, S. I.; Vlasov, V. I.
1
2004
On capacity computation for symmetric polygonal condensers. Zbl 1416.65076
Bezrodnykh, Sergei; Bogatyrëv, Andrei; Goreinov, Sergei; Grigor’ev, Oleg; Hakula, Harri; Vuorinen, Matti
2
2019
The Lauricella hypergeometric function \(F_D^{(N)}\), the Riemann-Hilbert problem, and some applications. Zbl 1428.33027
Bezrodnykh, Sergeĭ I.
4
2018
Analytic continuation of the Lauricella function \(F^{(N)}_D\) with arbitrary number of variables. Zbl 1384.33026
Bezrodnykh, S. I.
1
2018
Analytic continuation of the Appell function \(F_1\) and integration of the associated system of equations in the logarithmic case. Zbl 1377.33010
Bezrodnykh, S. I.
3
2017
Finding the coefficients in the new representation of the solution of the Riemann-Hilbert problem using the Lauricella function. Zbl 1375.30047
Bezrodnykh, S. I.
1
2017
Analytic continuation formulas and Jacobi-type relations for Lauricella function. Zbl 1350.33021
Bezrodnykh, S. I.
5
2016
On the analytic continuation of the Lauricella function \(F_D^{(N)}\). Zbl 1357.33016
Bezrodnykh, S. I.
3
2016
On a new representation for the solution of the Riemann-Hilbert problem. Zbl 1351.30026
Bezrodnykh, S. I.; Vlasov, V. I.
2
2016
Jacobi-type differential relations for the Lauricella function \(F_D^{(N)}\). Zbl 1350.33022
Bezrodnykh, S. I.
1
2016
Analytic-numerical method for computation of interaction of physical fields in semiconductor diode. Zbl 1349.78027
Bezrodnykh, S. I.; Vlasov, V. I.
1
2015
Singular Riemann-Hilbert problem in complex-shaped domains. Zbl 1325.30036
Bezrodnykh, S. I.; Vlasov, V. I.
5
2014
On a problem of the constructive theory of harmonic mappings. Zbl 1309.65119
Bezrodnykh, S. I.; Vlasov, V. I.
3
2014
On the uniqueness of solution Cauchy’s inverse problem for the equation \(\Delta u=au+b\). Zbl 1229.35321
Bezrodnykh, S. I.; Demidov, A. S.
2
2011
A boundary value problem for modeling physical fields in a semiconductor. Zbl 1071.82057
Bezrodnykh, S. I.; Vlasov, V. I.
1
2004
The Riemann-Hilbert problem in a complicated domain for a model of magnetic reconnection in a plasma. Zbl 1135.30315
Bezrodnykh, S. I.; Vlasov, V. I.
10
2002

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