Since the time of Bernhard Riemann, the influence of analytical and algebraic methods based on
Riemann surfaces, algebraic curves and abelian varieties, has been crucial in the development of
other areas in physics and mathematics, as well as applications to other areas. These topics have
been a very effective tool in solving problems in commutative algebra, mathematical-physics,
algebraic geometry, differential geometry, complex and hyperbolic geometry, dynamical systems,
singularity theory, topology and other interdisciplinary branches of mathematics that are constantly evolving.
The Iberoamerican Geometry Congresses (IGC) have the particularity of gathering researchers and
students from various mathematical communities of America and other regions of the world, with the
aim of fostering an exchange of ideas between mathematicians in different fields, linked by the geometry
of Riemann surfaces, abelian varieties and related fields.
The VIII edition will take place at Morelia, México, on june 22-26, 2020. The program consists of
nine plenary talks and four special sessions on algebraic geometry, dynamical systems, foliations
and singularities and Riemann surfaces.
Università Roma Tre
Universidad de Buenos Aires
Basque Centre for Applied Mathematics
Universidad Autónoma de Madrid
Universidad Nacional Autónoma de México
Universidad de Santiago de Chile
Universidad Nacional Autónoma de México
Stanford University
University of Michigan
Universidad de La Frontera
Universidad Nacional Autónoma de México
Northwestern University
Universidad Autónoma de Zacatecas
Stony Brook University
Universidad de Salamanca
Universidad de La Frontera