On a new representation for the solution of the Riemann–Hilbert problem

Authors

Journal

Publisher

Pleiades Publishing, Ltd.

Issue number

5-6

Language

English

Pages

932-937

State

Published

Link

DOI

Volume

Year

2016

Organizations

¹ Federal Research Center “Computer Science and Control,”, Russian Academy of Sciences, Moscow, Russian Federation
² Sternberg State Astronomical Institute, Lomonosov Moscow State University, Moscow, Russian Federation
³ Peoples’ Friendship University of Russia, Moscow, Russian Federation

Keywords

analytic function; Cauchy-type integral; Christoffel–Schwarz integral; conformal mapping; Lauricella function; Riemann–Hilbert problem

Cite

Article

Popov V.V., Menushenkov A.P., Zubavichus Y.V., Korovin S.A., Fortal’Nova E.A., Kruglov A.B., Kruglov V.B., Kulik É.S., Pisarev A.A.

Glass and Ceramics (English translation of Steklo i Keramika). Vol. 73. 2016. P.. 47-52

Article

Kiselev V.I., Pal’Tsev M.A.

Herald of the Russian Academy of Sciences. Vol. 86. 2016. P.. 174-180