Stability in geometric theories

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The class of geometric surgical theories (which includes all o-minimal theories) is examined. The main theorem is that every stable theory that is interpretable in a geometric surgical theory is superstable of finite U-rank.

Jerry Gagelman

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APAL 2005 | Geometric Surgical Theories | Geometric Surgical Theory | O-minimal Theories |

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Added	15 Dec 2010
Updated	15 Dec 2010
Type	Journal
Year	2005
Where	APAL
Authors	Jerry Gagelman

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Stability in geometric theories

APAL 2005 | Geometric Surgical Theories | Geometric Surgical Theory | O-minimal Theories |

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