summary:In this paper, the concepts of indecomposable matrices and fully indecomposable matrices over a distributive lattice $L$ are introduced, and some algebraic properties of them are obtained. Also, some characterizations of the set $F_n(L)$ of all $n\times n$ fully indecomposable matrices as a subsemigroup of the semigroup $H_n(L)$ of all $n\times n$ Hall matrices over the lattice $L$ are given
A square (0, 1)-matrix X of order n ≥ 1 is called fully indecomposable if there exists no integer k ...
Proceedings of: 10th International Conference on Concept Lattices and Their Applications. (CLA 2013)...
Proceedings of: 10th International Conference on Concept Lattices and Their Applications. (CLA 2013)...
summary:In this paper, the concepts of indecomposable matrices and fully indecomposable matrices ove...
Let L be a distributive lattice and Mn,q (L)(Mn(L), resp.) the semigroup (semiring, resp.) of n × q ...
In this paper various properties of fully indecomposable matrices are investigated. Several integer-...
We study the multiplication operation of square matrices over lattices. If the underlying lattice i...
AbstractIn this paper, the index and the period for a lattice matrix are estimated. Some necessary a...
AbstractLet r, n be integers, −n < r < n. An n × n matrix A is called r-indecomposable if it contain...
AbstractLet (L, ⩽, ∧, ∨) be a complete and completely distributive lattice. A vector ξ is said to be...
In this paper various properties of fully indecomposable matrices are investigated. Several integer-...
AbstractWe study the regular matrices in the semigroup Hn of Hall matrices (Boolean matrices with po...
In this paper, the nilpotent matrices over distributive lattices are discussed by applying the combi...
AbstractThe following theorem is proved: The Kronecker product of two fully indecom-posable matrices...
Abstract. A semigroup S of non-negative n × n matrices is indecomposable if for every pair i, j 6 n ...
A square (0, 1)-matrix X of order n ≥ 1 is called fully indecomposable if there exists no integer k ...
Proceedings of: 10th International Conference on Concept Lattices and Their Applications. (CLA 2013)...
Proceedings of: 10th International Conference on Concept Lattices and Their Applications. (CLA 2013)...
summary:In this paper, the concepts of indecomposable matrices and fully indecomposable matrices ove...
Let L be a distributive lattice and Mn,q (L)(Mn(L), resp.) the semigroup (semiring, resp.) of n × q ...
In this paper various properties of fully indecomposable matrices are investigated. Several integer-...
We study the multiplication operation of square matrices over lattices. If the underlying lattice i...
AbstractIn this paper, the index and the period for a lattice matrix are estimated. Some necessary a...
AbstractLet r, n be integers, −n < r < n. An n × n matrix A is called r-indecomposable if it contain...
AbstractLet (L, ⩽, ∧, ∨) be a complete and completely distributive lattice. A vector ξ is said to be...
In this paper various properties of fully indecomposable matrices are investigated. Several integer-...
AbstractWe study the regular matrices in the semigroup Hn of Hall matrices (Boolean matrices with po...
In this paper, the nilpotent matrices over distributive lattices are discussed by applying the combi...
AbstractThe following theorem is proved: The Kronecker product of two fully indecom-posable matrices...
Abstract. A semigroup S of non-negative n × n matrices is indecomposable if for every pair i, j 6 n ...
A square (0, 1)-matrix X of order n ≥ 1 is called fully indecomposable if there exists no integer k ...
Proceedings of: 10th International Conference on Concept Lattices and Their Applications. (CLA 2013)...
Proceedings of: 10th International Conference on Concept Lattices and Their Applications. (CLA 2013)...
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