Subdirect products

Steven Givant
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Steven Givant: Mills College, Department of Mathematics

Chapter Chapter 12 in Introduction to Relation Algebras, 2017, pp 499-518 from Springer

Abstract: Abstract Every finite relation algebra can be represented as—that is to say, it is isomorphic to—a direct product of simple relation algebras, and this representation is unique up to permutations of the factors, by Corollary 11.45. But cardinality considerations imply that not every infinite relation algebra can be represented in this way.

Date: 2017
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DOI: 10.1007/978-3-319-65235-1_12

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