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UID:news1291@dmi.unibas.ch
DTSTAMP;TZID=Europe/Zurich:20220301T152634
DTSTART;TZID=Europe/Zurich:20220303T170000
SUMMARY:Number Theory Web Seminar: Ekin Özman (Boğaziçi University)
DESCRIPTION:Understanding solutions of Diophantine equations over rationals
  or more generally over any number field is one of the main problems of nu
 mber theory. By the help of the modular techniques used in the proof of Fe
 rmat’s last theorem by Wiles and its generalizations\, it is possible to
  solve other Diophantine equations too. Understanding quadratic points on 
 the classical modular curve play a central role in this approach. It is al
 so possible to study the solutions of Fermat type equations over number fi
 elds asymptotically. In this talk\, I will mention some recent results abo
 ut these notions for the classical Fermat equation as well as some other D
 iophantine equations.\\r\\nFor further information about the seminar\, ple
 ase visit this webpage [https://www.ntwebseminar.org/].
X-ALT-DESC:<p dir="ltr">Understanding solutions of Diophantine equations ov
 er rationals or more generally over any number field is one of the main pr
 oblems of number theory. By the help of the modular techniques used in the
  proof of Fermat’s last theorem by Wiles and its generalizations\, it is
  possible to solve other Diophantine equations too. Understanding quadrati
 c points on the classical modular curve play a central role in this approa
 ch. It is also possible to study the solutions of Fermat type equations ov
 er number fields asymptotically. In this talk\, I will mention some recent
  results about these notions for the classical Fermat equation as well as 
 some other Diophantine equations.</p>\n<p>For further information about th
 e seminar\, please visit this <a href="https://www.ntwebseminar.org/">webp
 age</a>.</p>
DTEND;TZID=Europe/Zurich:20220303T180000
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