DIFFERENTIATION OF A FOUR-DIMENSIONAL NILPOTENT ALGEBRA

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Issue: Vol. 5 No. 2 : Eurasian Journal of Mathematical Theory and Computer Sciences
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“University of Business and Science” matematika fani o‘qituvchisi
boydadayevislomjon06@gmail.com
“University of Business and Science” matematika yo‘nalishi talabasi
munisajamoliddinova06@gmail.com
“University of Business and Science” iqtisodiyot yo‘nalishi talabasi
munisajamoliddinova06@gmail.com

Abstract:

Differentiation is one of the fundamental concepts of mathematics. Differentiations also play an important role in algebra. There are various generalizations of differentiations. These include antidifferentiations, δ-differentiations, ternary differentiations, and (α,β,γ)-differentiations. In this paper, the differentiation of four-dimensional nilpotent algebras is shown by proving local differentiation.

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How to Cite:

Boydadayev , I., Jamoliddinova , M. ., & Mustapaqulova , M. . (2025). DIFFERENTIATION OF A FOUR-DIMENSIONAL NILPOTENT ALGEBRA. Eurasian Journal of Mathematical Theory and Computer Sciences, 5(2), 5–11. Retrieved from https://in-academy.uz/index.php/EJMTCS/article/view/45743

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