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Preprint Number 1099

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1099. Marcus Tressl
Interpreting formulas of divisible lattice ordered abelian groups
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Submission date: 23 September 2016

Abstract:

We show that a large class of divisible abelian l-groups (lattice ordered groups) of continuous functions is interpretable (in a certain sense) in the lattice of the zero sets of these functions. This has various applications to the model theory of these l-groups, including decidability results.

Mathematics Subject Classification: 03C64

Keywords and phrases:

Full text arXiv 1609.07522: pdf, ps.


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