Add to ORKGDefinition The algebraic structure (R,+,×) which supports the addition (+) and multiplication (×) operations, and satisfies the following conditions is called a semiring: (a) (R,+) is a commutative semigroup, (b) (R,×) is a semigroup, and (c) Multiplication distributes over addition
TR-COSC 06/92We describe a process algebraic approach to the semantics of robust systems. We extend ...
The semigroup of all partial maps on a set under the operation of composition admits a number of ope...
summary:Relations introduced by Conrad, Drazin, Hartwig, Mitsch and Nambooripad are discussed on gen...
We propose a new class of mathematical structures called (m,n)-semirings (which generalize the usual...
A Semiring is an algebraic structure (S,+,x) such that (S,+) is a commutative Semigroup with identit...
ABSTRACT. Certain types of ring congruences on an additive inverse semiring are characterized with t...
Given a semiring it is possible to associate a variety of partial orders with it in quite natural wa...
While the existence of inverses is a natural condition in Algebra it is seldom satisfied in Computer...
"May 1995."Includes bibliographical references (p. 82-84).Supported in part by the Department of the...
Definition 1.1. The ordered pair (S,*) is a semi-group iff S is a set and * is an associative binary...
We characterize all the radical congruence systems for finite semigroups which are systems of greate...
Equivalences, partitions and (bi)simulations are usually tackled using concrete relations. There are...
This dissertation is concerned nrimarily with the extension to algebraic and topological semirings o...
By considering the operations of product and sum (co-product) in the category of finite dynamical sy...
summary:Prestel introduced a generalization of the notion of an ordering of a field, which is called...
TR-COSC 06/92We describe a process algebraic approach to the semantics of robust systems. We extend ...
The semigroup of all partial maps on a set under the operation of composition admits a number of ope...
summary:Relations introduced by Conrad, Drazin, Hartwig, Mitsch and Nambooripad are discussed on gen...
We propose a new class of mathematical structures called (m,n)-semirings (which generalize the usual...
A Semiring is an algebraic structure (S,+,x) such that (S,+) is a commutative Semigroup with identit...
ABSTRACT. Certain types of ring congruences on an additive inverse semiring are characterized with t...
Given a semiring it is possible to associate a variety of partial orders with it in quite natural wa...
While the existence of inverses is a natural condition in Algebra it is seldom satisfied in Computer...
"May 1995."Includes bibliographical references (p. 82-84).Supported in part by the Department of the...
Definition 1.1. The ordered pair (S,*) is a semi-group iff S is a set and * is an associative binary...
We characterize all the radical congruence systems for finite semigroups which are systems of greate...
Equivalences, partitions and (bi)simulations are usually tackled using concrete relations. There are...
This dissertation is concerned nrimarily with the extension to algebraic and topological semirings o...
By considering the operations of product and sum (co-product) in the category of finite dynamical sy...
summary:Prestel introduced a generalization of the notion of an ordering of a field, which is called...
TR-COSC 06/92We describe a process algebraic approach to the semantics of robust systems. We extend ...
The semigroup of all partial maps on a set under the operation of composition admits a number of ope...
summary:Relations introduced by Conrad, Drazin, Hartwig, Mitsch and Nambooripad are discussed on gen...