Riemann-type boundary value problems for bicircular domains with a boundary condition containing a partial derivative
Vladikavkazskij matematičeskij žurnal, Tome 3 (2001) no. 1, pp. 24-35
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Kh. P. Dzebisov. Riemann-type boundary value problems for bicircular domains with a boundary condition containing a partial derivative. Vladikavkazskij matematičeskij žurnal, Tome 3 (2001) no. 1, pp. 24-35. http://geodesic.mathdoc.fr/item/VMJ_2001_3_1_a1/

[1] Aizenberg L. A., “O granichnykh svoistvakh funktsii, analiticheskikh v dvoyakokrugovykh oblastyakh”, Dokl. AN SSSR, 125:5 (1969), 959–962 | MR

[2] Boganov V. I., Lukanin G. L., “Integral tipa Temlyakova i ego predelnye znacheniya”, Dokl. AN SSSR, 176:1 (1967), 45–48 | MR

[3] Boganov V. I., “Integral tipa Temlyakova i nekotorye kraevye zadachi”, Uchenye zapiski Mosk. obl. ped. in-ta im. N. K. Krupskoi, 188, 1967, 56–79 | MR

[4] Bavrin I. I., “Obschie integralnye predstavleniya golomorfnykh funktsii”, Dokl. AN SSSR, 217:1, 11–13 | MR | Zbl

[5] Dzebisov Kh. P., “Integralnye predstavleniya golomorfnykh funktsii v spetsialnykh oblastyakh prostranstva $\mathbb C^2$”, Analiticheskie funktsii i ikh prilozheniya, Mezhvuz. sb. trudov Sev.-Oset. gos. un-ta, 1984, 28–48 | MR

[6] Dzebisov Kh. P., “Integralnye predstavleniya analiticheskikh funktsii v spetsialnykh oblastyakh prostranstva $\mathbb C^2$ i ikh prilozheniya”, Teoriya funktsii i priblizhenii, Trudy Saratovskoi zimnei shkoly, 1988, 50–52 | MR

[7] Dzebisov Kh. P., “Svoistva funktsii v prostranstvakh $\mathbb C$ i $\mathbb C^2$, opredelennykh nekotorymi integralami”, Resp. sb. trudov Mosk. obl. ped. in-ta im. N. K. Krupskoi, Matematicheskii analiz i teoriya funktsii, 5, 1985, 102–119

[8] Dzebisov Kh. P., “Vnutrennyaya i vneshnyaya odnostoronnie odnorodnye kraevye zadachi sopryazheniya dlya dvoyakokrugovykh oblastei prostranstva $\mathbb C^2$”, Vladikavkazskii mat. zhurn., 2:4 (2000), 5–12 | MR