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Tambov University Reports. Series: Natural and Technical Sciences. Tambov, 2009. Vol. 14. № 6-2

Bulgakov A.I. Department of Algebra and Geometry // Tambov University Reports. Series: Natural and Technical Sciences. Tambov, 2009. Vol. 14. № 6-2. P. 1243-1274.

Bulgakov A.I., Korchaghina E.V., Filippova O.V. Functional-differential inclusions with impulses. Part 1 // Tambov University Reports. Series: Natural and Technical Sciences. Tambov, 2009. Vol. 14. № 6-2. P. 1275-1283.

Bulgakov A.I., Korchaghina E.V., Filippova O.V. Functional-differential inclusions with impulses. Part 2 // Tambov University Reports. Series: Natural and Technical Sciences. Tambov, 2009. Vol. 14. № 6-2. P. 1284-1288.

Bulgakov A.I., Korchaghina E.V., Filippova O.V. Functional-differential inclusions with impulses. Part 3 // Tambov University Reports. Series: Natural and Technical Sciences. Tambov, 2009. Vol. 14. № 6-2. P. 1289-1298.

Bulgakov A.I., Korchaghina E.V., Filippova O.V. Functional-differential inclusions with impulses. Part 4 // Tambov University Reports. Series: Natural and Technical Sciences. Tambov, 2009. Vol. 14. № 6-2. P. 1299-1304.

Bulgakov A.I., Korchaghina E.V., Filippova O.V. Functional-differential inclusions with impulses. Part 5 // Tambov University Reports. Series: Natural and Technical Sciences. Tambov, 2009. Vol. 14. № 6-2. P. 1305-1312.

Bulgakov A.I., Korchaghina E.V. Functional-differential inclusions with impulses. Part 6 // Tambov University Reports. Series: Natural and Technical Sciences. Tambov, 2009. Vol. 14. № 6-2. P. 1313-1317.

Zhukovskaya T.V., Zhukovskii E.S. Some elements of theory of functional-differrential equation // Tambov University Reports. Series: Natural and Technical Sciences. Tambov, 2009. Vol. 14. № 6-2. P. 1318-1332.

Panasenko E.A. Elements of the theory of invariant and stably invariant sets for differential inclusions // Tambov University Reports. Series: Natural and Technical Sciences. Tambov, 2009. Vol. 14. № 6-2. P. 1333-1341.

Katrakhova A.A., Sazonov A.Y., Fomicheva U.G. On existence and uniqueness of a classical solution of mixed problem for singular hyperbolic equation, with Bessel operator // Tambov University Reports. Series: Natural and Technical Sciences. Tambov, 2009. Vol. 14. № 6-2. P. 1342-1360.

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