Date
Fri, 10 May 2019
Time
15:00 - 16:00
Location
N3.12
Speaker
Jakob Hansen
Organisation
University of Pennsylvania

The class of sheaf Laplacians can be characterized as the convex closure of a certain set of sparse semidefinite matrices. From this viewpoint, the study of sheaf Laplacians becomes a question of linear algebra on sparse matrices. I will discuss the applications of this perspective to the problems of approximating, sparsifying, and learning sheaves.

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