Jacob Lurie

Harvard University
Scientific, Distinguished Lecture
PIMS/ UBC Distinguished Colloquium: Jacob Lurie
March 18, 2016
University of British Columbia
Let L be a positive definite lattice. There are only finitely many positive definite lattices L' which are isomorphic to L modulo N for every N > 0: in fact, there is a formula for the number of such lattices, called the Siegel mass formula. In this...
Scientific, Seminar
Topology Seminar: Jacob Lurie
March 17, 2016
University of British Columbia
Let C be a triangulated category. The Grothendieck group K_0(C) is defined as the abelian group generated by symbols [X], where X is an object of C, moduli the relation [X] = [X'] + [X''] for every exact triangle X' -> X -> X'' in C. A simple...