Real Algebraic and Analytic Geometry

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157. Federica Pieroni:
Artin-Lang property for quasianalytic rings.


Submission: 2005, April 18.

We prove the Artin-Lang property for some subrings of the ring of smooth function germs at the origin of $\R ^2$, such rings are for instance unions of quasianalytic Denjoy-Carleman classes.

Keywords and Phrases: Quasianalytic class, Artin-Lang property, orderings.

Full text, 18p.: dvi 83k, ps.gz 169k, pdf 213k.

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