Mathematics – Logic
Scientific paper
2009-08-12
The Bulletin of Symbolic Logic, Volume 16, Number 3, Sept. 2010, pgs 345--358
Mathematics
Logic
15 pages
Scientific paper
10.2178/bsl/1286284557
We observe that the classification problem for countable models of arithmetic is Borel complete. On the other hand, the classification problems for finitely generated models of arithmetic and for recursively saturated models of arithmetic are Borel; we investigate the precise complexity of each of these. Finally, we show that the classification problem for pairs of recursively saturated models and for automorphisms of a fixed recursively saturated model are Borel complete.
Coskey Samuel
Kossak Roman
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