NILRADIKALI BERILGAN BA’ZI YECHILUVCHAN LEYBNITS ALGEBRALARINING 1/2-DIFFERENSIALLASHLARI

Maxmudova Shoxsanam Shavkatjon qizi; Mamadaliyev O‘ktamjon Xasanboyevich

doi:10.5281/zenodo.19828299

25.04.2026

Oʻzbekcha

NILRADIKALI BERILGAN BA’ZI YECHILUVCHAN LEYBNITS ALGEBRALARINING 1/2-DIFFERENSIALLASHLARI

Nashr sanasi

25.04.2026

Jurnal

Sun'iy intellektni pedagogik ta'limga tadbiq etishning ustivor yo'nalishlari

Nashr

Sun'iy intellektni pedagogik ta'limga tadbiq etishning ustivor yo'nalishlari

Sahifalar

67-69

DOI

10.5281/zenodo.19828299

Mualliflar

Maxmudova Shoxsanam Shavkatjon qizi , Mamadaliyev O‘ktamjon Xasanboyevich

Annotatsiya

ushbu maqolada nilradikali maksimal uzunlikdagi kvazi-filiform Leybnits algebrasi bo‘lgan yechiluvchan Leybnits algebrasining 1/2-differesiallashlari o‘rganilgan.

Kalit so‘zlar

: Leybnits algebrasi yechiluvchan Leybnits algebrasi nilradikal algebraning 1/2-differensiallashi

Boshqa tillardagi variantlar

Русский

В данной работе изучаются 1/2-дифференцирования разрешимых алгебр Лейбница, нильрадикал которых является квази-филиформной алгеброй Лейбница максимальной длины.

алгебра Лейбница разрешимая алгебра Лейбница нилрадикал 1/2-дифференцирование алгебры

English

In this article we study 1/2-derivations of solvable Leibniz algebras whose nilradical is a quasi-filiform Leibniz algebra of maximal length.

Leibniz algebra solvable Leibniz algebra nilradical 1/2-derivation of algebra

Foydalanilgan adabiyotlar

1. Adashev J. Q., Mamadaliyev U. X. The rigidity of some solvable Leibniz algebras with quasi-fliform nilradical of maximum length // Uzbek Mathematical Journal. – 2018. – 3. – P. 13–21.

2. Abdurasulov Q.K., Adashev J.Q., Casas J.M., Omirov B.A. Solvable Leibniz algebras whose nilradical is quasi-filiform Leibniz algebra of maximum length // Communications in Algebra. – 2017. – Vol. 47(4). – P. 1578–1594.

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