This paper contains an algorithm which, on input the set of generators of a transformation semigroup S on a finite set, gives all Green's relations on S, a set of generators for the maximal subgroups of S, and a complete determination of the partially ordered set of all the -classes of S.The algorithm is based on an earlier technique of J. F. Perrot for studying regular -classes and on new results on non-regular -classes allowing for a systematic search for all the -classes of S
AbstractThis paper investigates certain equivalence relations, known as Green's relations, for regul...
Science and Technology Foundation of Guizhou Province, P.R. China [LKS [2010] 02]Let T-X be the full...
This thesis originated in an effort to find an efficient algorithm for the construction of finite in...
This paper contains an algorithm which, on input the set of generators of a transformation semigroup...
Using a variant of Schreier's Theorem, and the theory of Green's relations, we show how to reduce th...
Using a variant of Schreier's Theorem, and the theory of Green's relations, we show how to reduce th...
AbstractThis paper describes algorithms for computing the structure of finite transformation semigro...
Using a variant of Schreier's Theorem, and the theory of Green's relations, we show how to reduce th...
© Springer International Publishing AG 2017. We consider the complexity of Green’s relations when th...
Green’s relations are a fundamental tool in the structure theory of semigroups. They can be defined ...
Green’s relations are a fundamental tool in the structure theory of semigroups. They can be defined ...
Green’s relations are a fundamental tool in the structure theory of semigroups. They can be defined ...
The variant of a semigroup S with respect to an element a S, denoted Sa, is the semigroup with under...
A semigroup is simply a set with an associative binary operation; computational semigroup theory is ...
AbstractGiven a finite set X of states, a finite set of commuting transformations of X (generators),...
AbstractThis paper investigates certain equivalence relations, known as Green's relations, for regul...
Science and Technology Foundation of Guizhou Province, P.R. China [LKS [2010] 02]Let T-X be the full...
This thesis originated in an effort to find an efficient algorithm for the construction of finite in...
This paper contains an algorithm which, on input the set of generators of a transformation semigroup...
Using a variant of Schreier's Theorem, and the theory of Green's relations, we show how to reduce th...
Using a variant of Schreier's Theorem, and the theory of Green's relations, we show how to reduce th...
AbstractThis paper describes algorithms for computing the structure of finite transformation semigro...
Using a variant of Schreier's Theorem, and the theory of Green's relations, we show how to reduce th...
© Springer International Publishing AG 2017. We consider the complexity of Green’s relations when th...
Green’s relations are a fundamental tool in the structure theory of semigroups. They can be defined ...
Green’s relations are a fundamental tool in the structure theory of semigroups. They can be defined ...
Green’s relations are a fundamental tool in the structure theory of semigroups. They can be defined ...
The variant of a semigroup S with respect to an element a S, denoted Sa, is the semigroup with under...
A semigroup is simply a set with an associative binary operation; computational semigroup theory is ...
AbstractGiven a finite set X of states, a finite set of commuting transformations of X (generators),...
AbstractThis paper investigates certain equivalence relations, known as Green's relations, for regul...
Science and Technology Foundation of Guizhou Province, P.R. China [LKS [2010] 02]Let T-X be the full...
This thesis originated in an effort to find an efficient algorithm for the construction of finite in...