# A new example of a limit variety of monoids

## TL;DR

This paper introduces a new example of a limit variety of monoids, expanding the known set of such algebraic structures and contributing to the understanding of their properties.

## Contribution

The paper presents a previously unknown example of a limit variety of monoids, adding to the limited set of known cases and advancing algebraic theory.

## Key findings

- Identified a new limit variety of monoids
- Expanded the classification of limit varieties
- Contributed to algebraic structure theory

## Abstract

A variety of universal algebras is called limit if it is non-finitely based but all its proper subvarieties are finitely based. Until recently, only two explicit examples of limit varieties of monoids, constructed by Jackson, were known. Recently Zhang and Luo found the third example of such a variety. In our work, one more example of a limit variety of monoids is given.