Rectangular Semiproducts

Steven Givant and Hajnal Andréka
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Steven Givant: Mills College, Department of Mathematics
Hajnal Andréka: Alfréd Rényi Institute of Mathematics, Institute of Mathematics, Hungarian Academy of Sciences

Chapter Chapter 1 in Simple Relation Algebras, 2017, pp 3-37 from Springer

Abstract: Abstract An important technique for analyzing the structure of a subalgebra of a simple relation algebra is to break that structure into smaller pieces, analyze those pieces, and then describe how the overall structure of the algebra—its elements and operations—can be recovered from the pieces. This chapter provides a framework for a method of breaking the structure into smaller pieces using rectangles. A different method that uses equivalence elements is described in the next chapter.

Date: 2017
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DOI: 10.1007/978-3-319-67696-8_1

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