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ax-kochen theorem
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Currently popular top ten sites for: ax-kochen theorem
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#1
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#4
UCSD Mathematics -> James B. Ax Library
... for their proof of the "Ax-Kochen" theorem about polynomials over the p-adic numbers. The proof of the Ax-Kochen theorem is an unusual blend of tools that apply ...
euclid.ucsd.edu/library/biography.html
http://euclid.ucsd.edu/library/biography.html
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#5
James Ax - Wikipedia, the free encyclopedia
Ax-Grothendieck theorem. Ax-Kochen theorem. Leopoldt's conjecture. Schanuel's conjecture ... James B. Ax and Simon B. Kochen Diophantine problems over local fields. ...
en.wikipedia.org/wiki/James_Ax
http://en.wikipedia.org/wiki/James_Ax
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#6
CiteSeerX — Search Results — Kochen
CiteSeerX - Scientific articles matching the query: Kochen ... As corollaries we obtain the Ax-Kochen-Ershov theorem... Cited by 2 (0 self) – Add To MetaCart ...
citeseerx.ist.psu.edu/search?q=Kochen&submit=Search&sort=rel
http://citeseerx.ist.psu.edu/search?q=Kochen&submit=Search&sort=rel
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#7
p-adic Numbers and Rationally Connected Varieties
One theorem that we discovered during the p-adic numbers seminar. is a theorem of Ax and Kochen. ... Ax and Kochen proved this theorem by comparing the p-adic num ...
math.rice.edu/~hassett/vigre/dueslerposter.pdf
http://math.rice.edu/~hassett/vigre/dueslerposter.pdf
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#8
405 revision:1995-09-04
example in connection with the well-known isomorphism theorem of Ax and Kochen. ... Of course, the Ax-Kochen isomorphism theorem is normally applied as a step ...
shelah.logic.at/files/405.pdf
http://shelah.logic.at/files/405.pdf
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#9
[Sh:405]
... 'erence II. The Ax-Kochen isomorphism theorem. by Shelah. [ Sh: ... We show in section 1 that the Ax-Kochen isomorphism theorem requires the continuum hypothesis. ...
shelah.logic.at/405_abs.html
http://shelah.logic.at/405_abs.html
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#10
Mike Knapp - Papers and Preprints
However, a theorem of Ax & Kochen states that if p is large enough, then a bound ... This bound is larger than the Ax-Kochen bound, but we note that it applies for ...
evergreen.loyola.edu/mpknapp/www/papers
http://evergreen.loyola.edu/mpknapp/www/papers/
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