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Semirings And Their Applications Springer
semiringswith applicationsin mathematicsand theoretical computer science golan 1992 first published by longman. when that book went out of print it became clear in light of the significant advances in semiring theory over the past years and its new important applications in such areas as idempotent analysis and the theory of discrete
Idempotent Semirings
semirings. comment 0.23 kalina. the only idempotent division semiring is b. de nition 0.24. a semiring r is algebraically closed if for each a 2r and each positive integer n there is some b 2r such that bn a. example 0.25. algebraically closed semirings include t t q and more generally t for r divisible. but cpl
Provenance Semirings Penn
eralized positive algebra on k relations and argue that k must be a commutative semiring section 3. for provenance semirings we propose polynomials with integer coecients and we show that positive algebra semantics for any commutative semirings fac tors through the provenance semantics section 4.
01081 Applications Of Kleene Algebra 18.02.2001 23.02
applications of kleene algebra 18.02.2001 23.02.2001 organized b y roland bac khouse dexter kozen bernhard m oller ts of computer science kleene algebra will be more easily accepted than other formal systems and th us ma y serv theory inductiv semirings in relation to automata languages and po w er series. in particular e pro v e
Arxivmath0208134v1 Math.ra 19 Aug 2002
3 jonathan s. golan. semirings and their applications. kluwer academic publishers dor drecht 1999. updated and expanded version of the theory of semirings with applications to mathematics and theoretical computer science 4 jonathan s. golan and huaxiong wang. on embedding in complete semirings. comm. algebra 2492945 2962 1996. 5
Noncommutative Rational Series With Applications
on the theory of noncommutative power series has been augmented more recently to areas such as representation theory combinatorial mathematics and theoretical computer science. this book presents to an audience of graduate students and researchers a modern account of the subject and its applications. the algebraic approach allows the theory
Relational And Algebraic Methods In Computer Science
these methods are the focus of a series of international conferences that started out using the name relational methods in computer science relmics soon joined by applications of kleene algebra aka since 2011 the uni ed name relational and algebraic methods in computer science ramics has been adopted. the 13th international
Max Plus Algebra And System Theory Where We
keywords discrete event systems max plus algebra dioids algebraic system theory 1. introduction for what later became the max plus working group at inria the story about discrete event systems des and max plus algebra began in august 1981 that is more than sixteen and a half years ago at the time this paper is written.
