A construction for elements of Picard groups

Zoom Meeting ID: 916 5855 1117
For password see the email or contact: Arunima Ray or Tobias Barthel.

The K(n)-local homotopy category, for a natural number n, is a central object in the chromatic approach to the stable homotopy theory. As a symmetric monoidal category, the K(n)-local homotopy category has an interesting invariant, its Picard group. In this talk, I propose a construction for certain elements of the latter and discuss some corollary.