Representations

Steven Givant
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Steven Givant: Mills College, Department of Mathematics

Chapter Chapter 16 in Advanced Topics in Relation Algebras, 2017, pp 157-200 from Springer

Abstract: Abstract When Tarski first created the abstract theory of relation algebras by proposing in [132] a finite set of axioms for the calculus of relations (essentially equivalent to the axioms presented in Definition 2.1), he immediately raised two questions that were not settle for some time. First, he asked whether every abstract relation algebra—that is to say, is every model of his finite set of axioms—is isomorphic to a concrete algebra of binary relations.

Date: 2017
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DOI: 10.1007/978-3-319-65945-9_3

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