TOPOLOGY OF CONVERGECE ON THE JORDAN BANACH ALGEBRAS

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Published: iyl 5, 2023
Keywords:
operator, normal, topology, basis, spectral decomposition, orthogonal, symmetry, idempotent.

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К Кодиров
Fergana State University
Т.Тўхтасинов Т.Тўхтасинов
Fergana State University

Abstract

In this paper, we prove that an algebra with respect to the topology t is a separable topological Jordan algebra, i.e. all algebraic operations are continuous over a set of variables.

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How to Cite
Кодиров, К., & Т.Тўхтасинов, Т. (2023). TOPOLOGY OF CONVERGECE ON THE JORDAN BANACH ALGEBRAS. Scientific Journal of the Fergana State University, (6), 145–148. Retrieved from https://journal.fdu.uz/index.php/sjfsu/article/view/1105
Issue
No. 6 (2020): Scientific journal of the Fergana State University
Section
Scientific information
Author Biographies

К Кодиров, Fergana State University

ФарДУ, математика кафедраси доценти

Т.Тўхтасинов Т.Тўхтасинов, Fergana State University

ФарДУ, 2-курс магистранти

References

Аюпов Ш.А. Топологические частично упорядоченные йордановы алгебры. УМН, 1980, т.35, вып.3 (213).

Аюпов Ш.А. Интегрирование на йордановых алгебрах. Известия АН, 1983, т.47, -№1