Idempotent elements of the semigroup B_X (D) defined by semilattice of the class ∑_2(X,5)

Authors

  • Aleksandre Bakuridze Batumi Shota Rustaveli State University
  • Omar Givradze Batumi Shota Rustaveli State University
  • Ibraim Didmanidze Batumi Shota Rustaveli State University
  • Tengiz Didmanidze Batumi Shota Rustaveli State University

DOI:

https://doi.org/10.31713/MCIT.2025.136

Abstract

The article discusses complete semigroups of binary relations defined by semilattices of the class . It is described idempotent elements of complete semigroups of binary relations defined by semilattices of the class . In the case of finite semigroups, the formula for calculating idempotent elements is obtained. It is shown that the order of any subgroup  of a semigroup  does not exceed 2

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Published

2025-11-12

How to Cite

Bakuridze, A., Givradze, O., Didmanidze, I., & Didmanidze, T. (2025). Idempotent elements of the semigroup B_X (D) defined by semilattice of the class ∑_2(X,5) . Modeling, Control and Information Technologies: Proceedings of International Scientific and Practical Conference, (8), 441–443. https://doi.org/10.31713/MCIT.2025.136

Issue

No. 8 (2025): Modeling, control and information technologies: Proceedings of VIII International scientific and practical conference

Section

Digital Solutions for the Environment

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