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Arithmetic Geometry

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Research Seminar

Topic: A New Proof of Mordell Conjecture, after Lawrence-Venkatesh

Time: Thursdays 10am-12pm.

Place: A3/SR 119

Organizers: Tohru Kohrita, Marcin Lara, K.V. Shuddhodan

Details can be found in Research Seminar WiSe 2018/19 .


Guest seminar

Time: Thursdays 2pm-4pm.

Place: A6/SR 007/008

Details can be found in Guest Seminar Winter 2018/19.

Previous research seminars:

  • de Rham epsilon factors à la Beilinson-Bloch-Esnault, Summer 2018
  • p-adic Simpson Correspondence, Winter 2017/18
  • Langlands correspondence for function fields, Summer 2017
  • Berkovich spaces, birational geometry and motivic zeta functions, Winter 2016/17
  • Motivic Galois theory and periods, Summer 2016
  • Supersingular K3 surfaces are unirational, after C. Liedtke, Winter 2015/16
  • Rational sections and Serre's conjecture after de Jong-He-Starr, Summer 2015
  • Chow groups of zero cycles over p-adic fields, Winter 2014/15
  • Pro-étale cohomology after Bhatt-Scholze, Summer 2014
  • Higher Dimensional Class Field Theory and Ramifcation, Winter 2013/14
  • Feynman Graphs in Quantum Field Theory and Algebraic Geometry, Winter 2013/14
  • A. Beilinson's "p-adic periods and derived de Rham Cohomology", Summer 2013
  • Feynman Graphs in Quantum Field Theory and Algebraic Geometry, Summer 2013
  • Deligne's Finiteness Theorem, Winter 2012/13

Previous guest seminars:

  • Summer term 2018
  • Winter term 2017/18
  • Summer term 2017
  • Winter term 2016/17
  • Summer term 2016
  • Winter term 2015/16
  • Summer term 2015

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