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Explore the mathematical concept of G-equivariant Hodge atoms in this 51-minute conference talk by Leonardo Cavenaghi from Campinas III. Learn about the fundamental principles of G-equivariant Hodge atoms and discover their practical applications in algebraic geometry and singularity theory. Examine how Chen-Ruan cohomology can enhance the invariants within this theoretical framework, potentially contributing to the development of a comprehensive "Mendelev table" for G-equivariant birational types. Gain insights into advanced topics in singularity theory through this presentation delivered at the "New Developments in Singularity Theory" conference, a joint IMSA & ICMS event held at the University of Miami and supported by the Simons Foundation, National Science Foundation, and the University of Miami.
