TABIIY USULDA GRADUIRLANGAN FILIFORM LEYBNITS ALGEBRALARINING KVAZI-DIFFERENSIALLASHLARI TASNIFI
https://doi.org/10.5281/zenodo.11198320
Keywords:
Leybnits algebralari, tabiiy usulda graduirlangan filiform Leybnits algebralari, differensiallash, kvazi-differensiallash.Abstract
Ushbu maqolada tabiiy usulda graduirlangan filiform Leybnits
algebralarining ro‘yxatini keltiramiz va bu algebralarning oddiy differensiallashi, kvazi
differensiallashini hisoblaymiz va ularning umumiy ko‘rinishini topamiz
References
Albeverio S., Ayupov Sh.A., Kudaybergenov K.K., Nurjanov B.O., Local derivations on
algebras of measurable operators. Comm. in Cont. Math., 2011, Vol. 13, No. 4, p. 643–657.
Ayupov Sh.A., Kudaybergenov K.K., Local derivations on finite-dimensional Lie
algebras. Linear Alg. and Appl., 2016, Vol. 493, p. 381–388.
Abdurasulov K., Kaygorodov I., Khudoyberdiyev A.: The algebraic and geometric
classification of nilpo-tent Leibniz algebras,
Abdurasulov, K., Kaygorodov, I., Khudoyberdiyev, A.: The algebraic classification of
nilpotent Novikov algebras. Filomat 37(20), 6617–6664 (2023)
Abdurasulov K., Kaygorodov I., Khudoyberdiyev A.: The algebraic and geometric
classification of nilpotent Leibniz algebras, arXiv:2307.00289
Abdurasulov, K., Khudoyberdiyev, A., Ladra, M., Sattarov, A.: Pre-derivations and
description of nonstrongly nilpotent filiform Leibniz algebras. Commun Math 29(2), 187–213
(2021)
Ayupov, Sh., Khudoyberdiyev, A., Yusupov, B.: Local and 2-local derivations of
solvable Leibniz algebras. Internat. J. Algebra Comput. 30(6), 1185–1197 (2020)
Ayupov, Sh., Khudoyberdiyev, A., Shermatova, Z.: On complete Leibniz algebras.
Internat. J. Algebra Comput. 32(2), 265–288 (2022)
Musayev, S. H. o'g'li . (2024). Kichik o'lchamli leybnits algebralarining kvazidifferensiyalashlari va ularning xossalari. Educational research in universal sciences, 3(3), 112–
https://doi.org/10.5281/zenodo.10836664
Musayev S. X. Nol-filiform leybnits algebralarining kvazi-differensiallashlari.
Mathematics, mechanics and intellectual technologies tashkent-2023. 227-228.
Musayev S.X. Leybnits algebralarining kvazi-differensiallashlari va ularning xossalari.
Operator algebralar, noassotsiativ tuzilmalar va turdosh masalalar. Sentabr-2022. 118-120 betlar.
Musayev S. X. Elementary properties of centroid, quasicentroid and central derivations
of Leibniz algebras. Abstracts of communications: international conference limit theorems of
probability theory and mathematical statistics. September 26-28, 2022 Tashkent, Uzbekistan.
Khaidarov A. T, Toshtemirov J. M. Heat source density in non-linear heat dissipation
processes //Proceedings of Scientific Conference on Multidisciplinary Studies. – 2023. – Т. 2. –
№. 10.–С. 72-80.
Khaidarov A. T., Toshtemirov J. M. Modeling of the dependence of the conductivity
of the non-electric medium of iron metal //Proceedings of Scientific Conference on
Multidisciplinary Studies. – 2023. – Т. 2. – №. 10. – С. 88-89.
J.M. Toshtemirov, M.A. Asadullayeva The effect of the heat source on the ambient
density in the processes of non-linear heat propagation in multidimensional fields.
Modern Science and Research, 2(10), 892–899. Retrieved from
https://inlibrary.uz/index.php/science-research/article/view/24807
Toshtemirov, J. (2023). Applied mathematics and modeling. Educational Research
in Universal Sciences, 2(14), 330–333. Retrieved from http://erus.uz/index.php/er/
article/view/4440
JM Toshtemirov, RD Raxmatova, ShN Asqarjonova, DSh Ibragimov. during the
travel season, the locals change over time: doi. org/10.5281/zenodo. 10588200
ILM-FAN YANGILIKLARI KONFERENSIYASI 1 (1).
ЖМ Таштемиров, АТ Хайдаров. Влияние Источника Тепла На Плотность
Окружающей Среды В Нелинейных Процессах Тепловыделения В Двухмерных Областях
Scientific progress 4 (2), 295-299 (2023)
