Presently, no example of non-finitely based finite semigroup S is known for which the monoid S1 is finitely based. Based on a general result of M. V. Volkov, two methods are established from which examples of such semigroups can be constructed
A finite semigroup is finitely related (has finite degree) if its term functions are determined by a...
A finite semigroup is finitely related (has finite degree) if its term functions are determined by a...
A monoid S 1 obtained by adjoining a unit element to a 2-testable semigroup S is said to be 2-testab...
Presently, no example of non-finitely based finite semigroup S is known for which the monoid S1 is f...
Presently, no example of non-finitely based finite semigroup S is known for which the monoid S1 is f...
Presently, no example of non-finitely based finite semigroup $S$ is known for which the monoid $S^1$...
In mathematics, one frequently encounters constructions of a pathological or critical nature. In th...
In mathematics, one frequently encounters constructions of a pathological or critical nature. In th...
For W a finite set of words, we consider the Rees quotient of a free monoid with respect to the idea...
In mathematics, one frequently encounters constructions of a pathological or critical nature. In th...
In this paper we present a method of obtaining finitely based linear representations of possibly inf...
In this paper we present a method of obtaining finitely based linear representations of possibly inf...
Two semigroups are said to be distinct if they are neither isomorphic nor anti-isomorphic. Although ...
It is known that the variety Mn generated by all monoids of order n is finitely based if n ≤ 3 and n...
Two semigroups are said to be distinct if they are neither isomorphic nor anti-isomorphic. Although ...
A finite semigroup is finitely related (has finite degree) if its term functions are determined by a...
A finite semigroup is finitely related (has finite degree) if its term functions are determined by a...
A monoid S 1 obtained by adjoining a unit element to a 2-testable semigroup S is said to be 2-testab...
Presently, no example of non-finitely based finite semigroup S is known for which the monoid S1 is f...
Presently, no example of non-finitely based finite semigroup S is known for which the monoid S1 is f...
Presently, no example of non-finitely based finite semigroup $S$ is known for which the monoid $S^1$...
In mathematics, one frequently encounters constructions of a pathological or critical nature. In th...
In mathematics, one frequently encounters constructions of a pathological or critical nature. In th...
For W a finite set of words, we consider the Rees quotient of a free monoid with respect to the idea...
In mathematics, one frequently encounters constructions of a pathological or critical nature. In th...
In this paper we present a method of obtaining finitely based linear representations of possibly inf...
In this paper we present a method of obtaining finitely based linear representations of possibly inf...
Two semigroups are said to be distinct if they are neither isomorphic nor anti-isomorphic. Although ...
It is known that the variety Mn generated by all monoids of order n is finitely based if n ≤ 3 and n...
Two semigroups are said to be distinct if they are neither isomorphic nor anti-isomorphic. Although ...
A finite semigroup is finitely related (has finite degree) if its term functions are determined by a...
A finite semigroup is finitely related (has finite degree) if its term functions are determined by a...
A monoid S 1 obtained by adjoining a unit element to a 2-testable semigroup S is said to be 2-testab...
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