YORDAN ALGEBRALARI VA ULAR USTIDA UMUMIYLASHTIRILGAN DIFFERENSIALLASHLAR HAQIDA
PDF
DOI

Keywords

Vektor fazo, Yordan algebrasi, chiziqli akslantirish, differensiallash, umumiylashtirilgan differensiallash

How to Cite

YORDAN ALGEBRALARI VA ULAR USTIDA UMUMIYLASHTIRILGAN DIFFERENSIALLASHLAR HAQIDA. (2023). Journal of Science-Innovative Research in Uzbekistan, 1(8), 332-337. https://universalpublishings.com/~niverta1/index.php/jsiru/article/view/2784

Abstract

Ushbu maqolada Yordan algebralarida umumiylashtirilgan differensiallash tushunchasi kiritilgan va uning umumiy xossalari o‘rganilgan. Xususan, Yordan algebralarida berilgan umumiylashtirilgan differensiallashlar yordamida invariantla rqurilgan. Shuningdek,Yordan algebralarida(, , )- differensiallashlar to‘plamining , ,  parametrlarining ayrim qiymatlari bo‘yicha tavsifi keltirilgan

PDF
DOI

References

Leger G., Luks E. Generalized Derivations of Lie algebras, J. Algebra, 2000, 228,165-203.

Hartwig J., Larsson D.,Silvestrov S. Deformation of Lie algebras using (, )- derivation. Journal of algebra,2006, 38 (2) 109-138

Hrivnak J.Invariants of Lie algebras. PhD Thesis, Faculty of Nuclear Science andPhysical Engineering, Czech Technical University, Prague, 2007

Novotny P.,Hrivnak J. On (, , )-derivation of Lie algebras and correspondinginvariant functions. J. Geom. Phys.,2008, 58, 208-217

Rakhimov I. S., Said Husain Sh. K.,Abdulkadir A. On Generalized derivationsof finite dimensional associative algebras. FEIIC International journal of Engineering andTechnology,2016, 13 (2) 121-126

Fiidow M.A., Rakhimov I.S., Said Husain Sh.K., Basri W. (, , )-Derivations of diassociativealgebras. Malaysian Journal Of Mathematical ciences, 2016, 10101- 126

McCrimmonK.A taste of Jordan algebras.Springer, New York, Berlin, Heidelberg, Hong Kong, London, Milan, Paris, Tokyo, 2004, pp. 562

Hanche-OlcenH., StörmerE.Jordan operator algebras.Boston etc: Pitman Publ. Inc.,1984, pp. 183

Ergashev A. A., Vakhobov F. F. THE ESSENCE OF THE CONCEPT OF" PROFESSIONAL ACTIVITY OF A MATHEMATICS TEACHER" //Open Access Repository. – 2022. – Т. 8. – №. 12. – С. 147-154

Yigitalievich A. U., Fazliddin V. A SYSTEM OF EQUATIONS FOR OSCILLATION AND STABILITY OF A VISCOELASTIC PLATE TAKING INTO ACCOUNT THE GENERALIZED HEAT CONDUCTIVITY EQUATIONS //Galaxy International Interdisciplinary Research Journal. – 2022. – Т. 10. – №. 12. – С. 304-308

Makhmudov B. B., Vokhobov F. F. TOPICS: GAUSS'S THEOREM. INTEGRAL EXPRESSION OF THE HYPERGEOMETRIC FUNCTION ACCORDING TO THE DALANBER PRINCIPLE //Galaxy International Interdisciplinary Research Journal. – 2022. – Т. 10. – №. 12. – С. 138-144

Yigitalievich A. U., Mirsaid S. SYSTEM OF EQUATIONS OF COUPLED DYNAMIC PROBLEMS OF A VISCOELASTIC SHELL IN A TEMPERATURE FIELD //Galaxy International Interdisciplinary Research Journal. – 2022. – Т. 10. – №. 12. – С. 298-303

Faxriddinjon o'g'li V. F. et al. HYPERGEOMETRIC FUNCTIONS OF SEVERAL VARIABLES //Open Access Repository. – 2023. – Т. 9. – №. 6. – С. 250-252.

Faxriddinjon o'g'li V. F. et al. EXPANSIONS OF HYPERGIOMETRIC FUNCTIONS OF SEVERAL VARIABLES ACCORDING TO KNOWN FORMULAS //Galaxy International Interdisciplinary Research Journal. – 2023. – Т. 11. – №. 6. – С. 548-550

Faxriddinjon o'g'li V. F. On Generalized Derivations Of Jordon Algebras //Open Access Repository. – 2022. – Т. 9. – №. 11. – С. 340-343

Creative Commons License

This work is licensed under a Creative Commons Attribution 4.0 International License.