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Karim Johannes Becher
(Universiteit Antwerpen)
10/07/2019 09:45
The interplay between valuations and certain geometrically rational varieties, in particular quadrics, has turned out to be very fruitful for proving that certain subsets of fields are existentially definable or diophantine. In particular, this has been used by J. Koenigsmann to prove that Q\Z is diophantine in Q. His proof combines several ingredients from classical number theory, involving...
Roberto Aravire
(Universidad Arturo Prat)
10/07/2019 11:00
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Coffee and pastries
Salle de réunion, Université de Lille
09:00 - 09:45
Karim Johannes Becher
Quadratic forms and diophantine sets
Salle de réunion, Université de Lille
09:45 - 10:45
Break
Salle de réunion, Université de Lille
10:45 - 11:00
Roberto Aravire
Quadratic and Differential Forms over fields of characteristic 2
Salle de réunion, Université de Lille
11:00 - 12:00
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