Section: Intercity Seminar on Arakelov Geometry

• Scientific Committee
  • Klaus Künnemann (Regensburg University)
  • Răzvan Liţcanu ("Al.I.Cuza" University of Iaşi)
  • Xinyi Yuan (Peking University)
    
    
  • José Ignacio Burgos Gil (ICMAT, Madrid), member of the founding committee of the seminar series
  • Vincent Maillot (IMJ, Paris), member of the founding committee of the seminar series
  • Atsushi Moriwaki (Kyoto University), member of the founding committee of the seminar series

Arakelov Geometry is a field at the crossroad between Algebraic Geometry, Number Theory and Complex Analysis, which aims at bringing geometric intuition to arithmetic. It relies on an interplay of techniques from number theory and complex analysis, following ideas originating in projective geometry. In the attempt to translate ideas and results from projective algebraic varieties to arithmetic varieties, it is necessary to use powerful methods and results from homological algebra, algebraic K-theory, the theory of distributions on complex varieties etc.

In the recent years, the subject has influenced and received influence from many neighboring areas as Diophantine Geometry, Non-Archimedean and Tropical Geometry, the Theory of Motives, Dynamical Systems, Pluripotential Theory, and others.

The Intercity Seminar on Arakelov Geometry is an international forum dedicated to the discussion of new advances in Arakelov Geometry. It has been held annually since 2009 (with a few exceptions) in Paris (twice), Kyoto (five times), Barcelona, Rome, Regensburg (twice), Beijing, Madrid and Copenhagen.

For the 2025 edition, we will be happy to welcome you in Iaşi!