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BSU Bulletin. Mathematics, Informatics

Bibliographic description:
Shishkin G. A.
The linear boundary value problems of Volterra integer-differential equations of neutral type // BSU Bulletin. Mathematics, Informatics. - 2016. №2. . - С. 25-31.
Title:
The linear boundary value problems of Volterra integer-differential equations of neutral type
Financing:
Codes:
DOI: 10.18101/2304-5728-2016-2-25-31UDK: 517.948
Annotation:
Using new updating of function of flexible structure in article possibilities of the decision of boundary value problems of the linear equations of neutral type is investigated.
Keywords:
the boundary value problem, the Volterra integer-differential equations, function of the flexible structure, neutral type of the equations.
List of references:
1. Gromova P. S. Nekotorye voprosy kachestvennoj teorii integrodifferencial'nyh uravnenij s otklonjajushhimsja argumentom // Trudy seminara po teorii differencial'nyh uravnenij s otklonjajushhimsja ar-gumentom. — M., 1967. — T. 5. — S. 61 – 76.

2. Kulikov N. K. Inzhenernyj metod reshenija i issledovanija obyknovennyh differencial'nyh uravnenij. — M.: Vysshaja shkola, 1964. — 207 s.

3. Kulikov N. K. Reshenie i issledovanie obyknovennyh differen-cial'nyh uravnenij na osnove funkcij s gibkoj strukturoj // Tematiche-skij sb. MTIPP. — M.,1974. — S.47 – 57.

4. Shishkin G. A. Funkcija gibkoj struktury i ejo modifikacija pri reshenii kraevyh zadach dlja uravnenij s funkcional'nym zapazdyvani-em // Vestnik BGU. — 2013. — Vyp. 9. — S. 144 – 147.

5. Shishkin G. A. Kraevye zadachi integrodifferencial'nyh uravne-nij Vol'terra zapazdyvajushhego tipa // Vestnik BGU. — 2014. — Vyp. 9(2). — S. 85 – 88.

6. Shishkin G. A. Kraevaja zadacha odnogo vida integrodifferenci-al'nyh uravnenij Vol'terra nejtral'nogo tipa // Vestnik BGU. — 2014. — Vyp. 2. — S. 67– 70.