SIMMETRIK LEYBNITS ALGEBRALARI VA ULARNING LI ALGEBRALARI BILAN BOG’LANISHI
Vol. 1 No. 6 (2023), Articles
Vol. 1 No. 6 (2023)

SIMMETRIK LEYBNITS ALGEBRALARI VA ULARNING LI ALGEBRALARI BILAN BOG’LANISHI

Articles
Published 2023-06-15
Abdurashidov Nuriddin G’iyoziddin o’g’li
Denov tadbirkorlik va pedagogika instituti.
Eshtemirov Eshtemir Salim o’g’li
Denov tadbirkorlik va pedagogika instituti.
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Keywords

Lie algebras, Leibniz algebras, Symmetric Leibniz algebra Lie groups

How to Cite

Abdurashidov Nuriddin G’iyoziddin o’g’li, & Eshtemirov Eshtemir Salim o’g’li. (2023). SIMMETRIK LEYBNITS ALGEBRALARI VA ULARNING LI ALGEBRALARI BILAN BOG’LANISHI. Journal of Universal Science Research, 1(6), 593–603. Retrieved from https://universalpublishings.com/index.php/jusr/article/view/1287
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Abstract

Zamonaviy algebrada noassotsiativ algebralarni, ularning xususiyatlarini  va strukturasini o‘rganish muhim masalalardan biri hisoblanadi. Ma’lumki, Li algebralari noassosiativ algebralarning muhim sinflaridan hisoblanib, Leybnits algebralari Li algebralarining antisimmetrik analogi umumlashmasi hisoblanadi.Ushbu ishda Leybnits algebralaridagi Leybnits ayniyati isbotlari keltirilgan. Har qanday mukammal simmetrik Leybnits algebrasi Li algebrasi bo’lishi keltirilgan. Simmetrik algebrasida  ayniyatlar keltirilgan. Leybnits algebralarining markaziy kengaytmasi va Li algebralarining markaziy kengaytmasiga ega ekanligi isbotlangan.

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References

Ayupov Sh. A, Omirov B. A, Rakhimov I. S., 2019. Leibniz Algebras, Structure and Classification. Taylor & Francis.

Jibladze, M., Pirashvili,T. 05 October 2019. Lie theory for symmetric Leibniz algebras. Journal of Homotopy and Related Structures, (2-9) .

Jibladze, M., Pirashvili,T. Leibniz algebras and μ-groups (In preparation).

Abdurashidov N.G’., APREL 2022. Simmetrik Leybnits algebralari va ularning xossalari. “O’ZBEKISTONDA FANLARARO INNOVATSIYALAR VA ILMIY TADQIQOTLAR” (7), 62-63.

Nurmatov, ZO, & Ishqobilov, O. (2023). KOSHI YADROLI SINGULYAR INTEGRALNI TAQRIBIY HISOBLASH UCHUN OPTIMAL FORMULA QURISH. Central Asian Journal of Education and Innovation, 2 (5 Part 2), 178-187.

Nurmatov, Z., & Allaberdiev, O. (2023). KASR TARTIBLY INTEGRALARNI OPTIMAL HISOBLANSH ALGORITHMINI ORGANISHNING NAZARI ASOSLARI. Central Asian Journal of Education and Innovation , 2 (5 Part 2), 138-147.

Nurmatov, ZO, Tursunpulatova, KA, & Nasriddinova, ZN (2023, May). THE ROLE OF MULTIMEDIA TECHNOLOGIES IN TEACHING FOREIGN LANGUAGES. In International Conference on Science, Engineering & Technology (Vol. 1, No. 1, pp. 99-103).

Zohidjon, N., & Aliqulov, A. (2023). SOBOLEV FAZOSIDA OPTIMAL KVADRATUR FORMULALAR QURISH. Central Asian Journal of Education and Innovation , 2 (5 Part 2), 188-196.

Nurmatov, ZO, & Shuhrat o'g'li, AM (2023). FURE INTEGRALLARINI YAQINLASHTIRISH. O'ZBEKISTONDA FANLARARO INNOVATSIYALAR VA ILMIY TADQIQOTLAR JURNALI , 2 (19), 892-899.

Islomovich, SE (2023, May). THE ROLE OF QUANTUM COMPUTERS IN THE DEVELOPMENT OF QUANTUM ALGORITHMS. In INTERNATIONAL SCIENTIFIC CONFERENCES WITH HIGHER EDUCATIONAL INSTITUTIONS (Vol. 1, No. 05.05, pp. 557-563).

Saidahmedov, E. (2023). KVANT ALGORITMLARNI ISHLAB CHIQISHDA KVANT KOMPYUTERLARINING O ‘RNI. Наука и инновация, 1(1), 58-64.

Ziyatovich, M. F., & Islom o'g'li, X. S. (2023). SUN'IY INTELLEKT VA UNING TA'LIM SOHASIGA ALOHIDA MUROJAAT QILGAN HOLDA TURLI SOHALARDAGI QAMROVI. ОБРАЗОВАНИЕ НАУКА И ИННОВАЦИОННЫЕ ИДЕИ В МИРЕ, 16(3), 16-19.

Islomovich, S. E. (2023, March). MAVZU: ELEKTRON RAQAMLI IMZO VA BULUT TEXNOLOGIYALARI: FOYDALANISH MASALALARI TAHLILI. In Proceedings of Scientific Conference on Multidisciplinary Studies (Vol. 2, No. 3, pp. 31-34)

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