This is an elementary, examples driven, introduction to the representation theory of finite semigroups. We illustrate the Clifford-Munn correspondence between the representations of a semigroup and the representations of its maximal subgroups. The emphasis throughout is on naturally occurring examples
AbstractMunn's construction of a fundamental inverse semigroup TE from a semilattice E provides an i...
AbstractWe develop the representation theory of a finite semigroup over an arbitrary commutative sem...
The Semigroups package is a GAP package containing methods for semigroups, monoids, and inverse semi...
Semigroup representations are one of the oldest areas in semigroup theory. In 1933, Suschkewitch pub...
Semigroup representations are one of the oldest areas in semigroup theory. In 1933, Suschkewitch pub...
Abstract. Work of Clifford, Munn and Ponizovskĭı parameterized the irreducible representations of a...
As an appropriate generalisation of the features of the classical (Schein) theory of representations...
Work of Clifford, Munn and Ponizovskii parameterized the irreducible representations of a finite sem...
A semigroup is simply a set with an associative binary operation; computational semigroup theory is ...
AbstractThe theory in this paper was motivated by an example of an inverse semigroup important in Gi...
In this thesis we shall consider three types of extremal problems (i.e. problems involving maxima an...
The semigroup theories of fundamental importance were discovered in 1928 with the publication of a p...
As with groups, one can study the left regular representation of a semigroup. If one considers such...
As with groups, one can study the left regular representation of a semigroup. If one considers such...
This thesis provides a survey of several fundamental topics in the representation theory of finite s...
AbstractMunn's construction of a fundamental inverse semigroup TE from a semilattice E provides an i...
AbstractWe develop the representation theory of a finite semigroup over an arbitrary commutative sem...
The Semigroups package is a GAP package containing methods for semigroups, monoids, and inverse semi...
Semigroup representations are one of the oldest areas in semigroup theory. In 1933, Suschkewitch pub...
Semigroup representations are one of the oldest areas in semigroup theory. In 1933, Suschkewitch pub...
Abstract. Work of Clifford, Munn and Ponizovskĭı parameterized the irreducible representations of a...
As an appropriate generalisation of the features of the classical (Schein) theory of representations...
Work of Clifford, Munn and Ponizovskii parameterized the irreducible representations of a finite sem...
A semigroup is simply a set with an associative binary operation; computational semigroup theory is ...
AbstractThe theory in this paper was motivated by an example of an inverse semigroup important in Gi...
In this thesis we shall consider three types of extremal problems (i.e. problems involving maxima an...
The semigroup theories of fundamental importance were discovered in 1928 with the publication of a p...
As with groups, one can study the left regular representation of a semigroup. If one considers such...
As with groups, one can study the left regular representation of a semigroup. If one considers such...
This thesis provides a survey of several fundamental topics in the representation theory of finite s...
AbstractMunn's construction of a fundamental inverse semigroup TE from a semilattice E provides an i...
AbstractWe develop the representation theory of a finite semigroup over an arbitrary commutative sem...
The Semigroups package is a GAP package containing methods for semigroups, monoids, and inverse semi...
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