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Explore discrete group actions on the complex projective plane CP^2 in this 48-minute lecture by Jose Seade from UNAM. Delve into the fascinating world of complex geometry and holomorphic dynamics, building upon the foundation of classical Kleinian groups and their actions on the projective line CP^1. Discover how this paradigm extends to the higher-dimensional case of CP^2, uncovering new insights and challenges in the field. Learn about the collaborative research efforts undertaken by Seade and his colleagues in Mexico, gaining a deeper understanding of the geometric and dynamic properties of these group actions. This talk offers a valuable opportunity for mathematicians and students interested in complex projective geometry, group theory, and dynamical systems to expand their knowledge and explore cutting-edge research in the field.
