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Scientific journal of the Fergana State University

Abstract

In The artlcle a description is given for the system of differential matrix equations, the solutions of which regenerate the class of surfaces in 4 – dimensional space, which are equivalent with respect to the action of group - O(3,1).

First Page

5

Last Page

9

DOI

512.745

References

Muminov K, CHilin V Ekvivalentnostь krivыx v konechnomernыx prostranstvax. Lap. LAMBERT Academic Publishing. Deutschland. 2015. 2. Vinberg E.B. Kompaktnыe gruppы Li. –M.: MGU, –1967. 3. Xorn R., Djonson CH. Matrichnыy analiz. –M.: Mir, –1989. 4. Muminov K.K. Ekvivalentnostь poverxnostey v kompleksnыx vektornыx prostranstvax otnositelьno Sp(2,C) grupp. UzMJ. -1997. -№2. -C. 53-57. 5. Muminov K.K. Ekvivalentnostь putey i poverxnostey dlya deystviya psevdoortogonalьnoy gruppы. UzMJ. -2005. -№2. -c. 35-43. 6. Bekbaev U.D. Muminov K.K. Ob ekvivalentnosti i invariantax elementarnыx poverxnostey otnositelьno simplekticheskoy gruppы. -UzMJ. -1997. -№4. –C. 26-30. 7. Muminov K.K., Bekboev U.D. On differential rational invariants of classical movements groups of vector spaces. Met’ods of Functional Analysis and Topology, (MFAT). Ukraine, Kiev. -2004. -Vol.10.-№3.-P.7-10. 8. Muminov K.K. Eыuivalence of multidimensional surfaces wit’ to t’e acting of classical groups. Uzbek. Mat’. J.-2010. -№1. -P. 99-107.

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Mathematics Commons

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