Minimal relation algebras

Steven Givant
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Steven Givant: Mills College, Department of Mathematics

Chapter Chapter 13 in Introduction to Relation Algebras, 2017, pp 519-539 from Springer

Abstract: Abstract A relation algebra is said to be minimal if it is generated by the empty set, or equivalently, if it is generated by the identity element. These algebras were already discussed in Section 6.7 in the context of minimal subalgebras; however, that discussion was necessarily incomplete because the tools required for a systematic analysis of these algebras were not yet available.

Date: 2017
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DOI: 10.1007/978-3-319-65235-1_13

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