Add to ORKG0. Introduction. In this paper we determine the blocks of certain solvable al-gebraic monoids. A block (generally) can be thought of as an equivalence class of irreducible representations. The equivalence relation in this setup is generated by declaring irreducible representations (ρ, V) and (ϕ,W) in the same block if there exists an indecomposable representation (ψ, U) such that both (ρ, V) and (ϕ,W
summary:In this note we deal with a question concerning monounary algebras which is analogous to an ...
, we restrict ourselves, most of the time, to the case of principal blocks. 1. Basic context and Not...
Definition: Let k be an algebraically closed field. An algebraic monoid is a triple (E,m,l) such tha...
Abstract. This paper is a survey on the representations of algebraic monoids. Obviously, there are m...
Abstract. We study the geometry of algebraic monoids. We prove that the group of invertible elements...
AbstractLet G and A be finite groups with coprime orders. Suppose that A is solvable and that it act...
AbstractBy previous results of Putcha and the author, an irreducible algebraic monoid M is regular i...
AbstractIn this paper, we introduce a new concept, namely, the (J,σ)-irreducible monoid. LetG0be a s...
AbstractLet S be a connected algebraic monoid and let U(S) denote the finite lattice of all regular ...
The notion of Abelian kernel of a nite monoid extends the notion of derived subgroup of a nite group...
This monograph studies algebras that are associated to blocks of tame representation type. Over the ...
Chapter 1 defines basic ideas such as definition of monoids, homomorphisms of monoids, congruences, ...
Factorizable inverse monoids constitute the algebraic theory of those partial symmetries which are r...
The thesis is on the Putcha-Renner theory of algebraic monoids over (an algebraically closed field) ...
AbstractThe concept of a ∗-variety of congruences is introduced and related to ∗-variety of language...
summary:In this note we deal with a question concerning monounary algebras which is analogous to an ...
, we restrict ourselves, most of the time, to the case of principal blocks. 1. Basic context and Not...
Definition: Let k be an algebraically closed field. An algebraic monoid is a triple (E,m,l) such tha...
Abstract. This paper is a survey on the representations of algebraic monoids. Obviously, there are m...
Abstract. We study the geometry of algebraic monoids. We prove that the group of invertible elements...
AbstractLet G and A be finite groups with coprime orders. Suppose that A is solvable and that it act...
AbstractBy previous results of Putcha and the author, an irreducible algebraic monoid M is regular i...
AbstractIn this paper, we introduce a new concept, namely, the (J,σ)-irreducible monoid. LetG0be a s...
AbstractLet S be a connected algebraic monoid and let U(S) denote the finite lattice of all regular ...
The notion of Abelian kernel of a nite monoid extends the notion of derived subgroup of a nite group...
This monograph studies algebras that are associated to blocks of tame representation type. Over the ...
Chapter 1 defines basic ideas such as definition of monoids, homomorphisms of monoids, congruences, ...
Factorizable inverse monoids constitute the algebraic theory of those partial symmetries which are r...
The thesis is on the Putcha-Renner theory of algebraic monoids over (an algebraically closed field) ...
AbstractThe concept of a ∗-variety of congruences is introduced and related to ∗-variety of language...
summary:In this note we deal with a question concerning monounary algebras which is analogous to an ...
, we restrict ourselves, most of the time, to the case of principal blocks. 1. Basic context and Not...
Definition: Let k be an algebraically closed field. An algebraic monoid is a triple (E,m,l) such tha...