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TO‘RT O‘LCHAMLI NILPOTENT ALGEBRANING DIFFERENSIALLASHI

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Differensiallash matematikaning fundamental tushunchalaridan biri hisoblanadi. Differensiallashlar algebra fanida ham muhim o‘rin tutadi. Differensiallashlarning turli umumlashmalari mavjud. Bular sarasiga antidifferensiallashlar, δ-differensiallashlar, ternar differensiallashlar va (α,β,γ)-differensiallashlar kiradi. Ushbu ishda to‘rt o‘lchamli nilpotent algebralarning differensiallashi isboti bilan ko‘rsatilgan

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# algebra# differensiallash# lokal differensiallash

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Foydalanilgan adabiyotlar

1.Ayupov Sh.A.,Elduque A., Kudaybergenov K.K.Local derivations and automorphisms of Cayley algebras Т.: Journal of Pure and Applied Algebra. -2023. -227(5), 107277.2.Arzikulov F., Karimjanov. I.A. A criterion of local derivations on the seven-dimensional simple Malcev algebra. Operators and Matrices. 2022, 16(2), 495-5113.Kadison R.V. Local derivations, Journal of Algebra Т.:Vol.130,p.494-509, 1990.4.De Graaf W.A. Classification of nilpotent associative algebras of small dimension Т.:. Int. J. AlgebraComput. 28(1), 2018, 133-161 5.Islomjon B., Madyor Q. TABIIY FANLARDA MATEMATIKANI QO ‘LLANILISHI //Research and Publications. –2024. –Т. 1. –No. 1. –С. 350-352.6.O’G B. I. G. A. et al. UCH O’LCHAMLI NILPOTENT ALGEBRANING DIFFERENSIALLASHI //Science and innovation. –2024. –Т. 3. –No. Special Issue 18. –С. 285-289.

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