Colloquium Announcement: Moonshine old and new

Speaker: Terry Gannon, University of Alberta

Title: Moonshine old and new

When: March 15 2017 (Wednesday) @ 1:30 PM

Where: Geology 261

Abstract: The oldest and best known moonshine began with the equation 196883+1=196884. This equation suggests an unexpected relation between modular functions and the Monster finite group. Borcherds' Fields medal was primarily for his work on this. More recently, identities such as 45+45=90 and (you guessed it) 2x10395+2x3520=27830 were discovered, 45+ which suggest a new and much more mysterious moonshine. My talk will start with the old, and end with the new. It is intended for a general audience.

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Poster: 

Terry Gannon March 15 2017.pdf