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Existentially Closed Exponential Fields. (arXiv:1812.08271v1 [math.LO])
来源于:arXiv
We characterise the existentially closed models of the theory of exponential
fields. We find the amalgamation bases and characterise the types over them. We
define a notion of independence and show that independent systems of higher
dimension can also be amalgamated. Using these results we position the category
of existentially closed exponential fields in the stability hierarchy as
NSOP$_1$ but TP$_2$. 查看全文>>