Add to ORKGMax-plus alegbras and more general semirings have many useful applications and have been actively investigated. On the other hand, structural matrix rings are also well known and have been considered by many authors. The main theorem of this article completely describes all optimal ideas in the more general structural matrix semirings. Originally, our investigation of these ideals was motivated by applications in data mining for the design of multiple classification systems combining several individual classifiers
International audienceRank data, in which each row is a complete or partial ranking of available ite...
Abstract. Exotic semirings such as the “(max;+) semiring” (R [ f1g;max;+), or the “tropical semiring...
We show that the answer to the Burnside problem is positive for semigroups of matrices with entries ...
Max-plus algebras and more general semirings have many useful applications and have been actively in...
The max-plus algebra is well known and has useful applications in the investigation of discrete even...
The max-plus algebra is well known and has useful applications in the investigation of discrete even...
The max-plus algebra defined with the set with two binary operations and , where , for all ...
The present article continues the investigation of constructions essential for applications of combi...
This article continues the investigation of matrix constructions motivated by their applications to ...
Abstract We introduce a new construction involving Rees matrix semigroups and max-plus algebras that...
This paper is devoted to a combinatorial problem for incidence semirings, which can be viewed as set...
Our main results show that Munn semirings over idempotent semifields possess more convenient proper...
Abstract. This paper is devoted to a combinatorial problem for incidence semirings, which can be vie...
Rank data, in which each row is a complete or partial ranking of available items (columns), is ubiqu...
The aim of the present article is to obtain a theoretical result essential for applications of combi...
International audienceRank data, in which each row is a complete or partial ranking of available ite...
Abstract. Exotic semirings such as the “(max;+) semiring” (R [ f1g;max;+), or the “tropical semiring...
We show that the answer to the Burnside problem is positive for semigroups of matrices with entries ...
Max-plus algebras and more general semirings have many useful applications and have been actively in...
The max-plus algebra is well known and has useful applications in the investigation of discrete even...
The max-plus algebra is well known and has useful applications in the investigation of discrete even...
The max-plus algebra defined with the set with two binary operations and , where , for all ...
The present article continues the investigation of constructions essential for applications of combi...
This article continues the investigation of matrix constructions motivated by their applications to ...
Abstract We introduce a new construction involving Rees matrix semigroups and max-plus algebras that...
This paper is devoted to a combinatorial problem for incidence semirings, which can be viewed as set...
Our main results show that Munn semirings over idempotent semifields possess more convenient proper...
Abstract. This paper is devoted to a combinatorial problem for incidence semirings, which can be vie...
Rank data, in which each row is a complete or partial ranking of available items (columns), is ubiqu...
The aim of the present article is to obtain a theoretical result essential for applications of combi...
International audienceRank data, in which each row is a complete or partial ranking of available ite...
Abstract. Exotic semirings such as the “(max;+) semiring” (R [ f1g;max;+), or the “tropical semiring...
We show that the answer to the Burnside problem is positive for semigroups of matrices with entries ...