Seminar | April 16 | 3:40-5 p.m. | 740 Evans Hall
Mitchell Taylor, UC Berkeley
In this talk we will discuss bases in Banach lattices, and how they can be used to measure (non)-embeddability of a Banach space into a lattice. We will give several characterizations of basic sequences that "respect the lattice structure", and discuss some of the more unexpected corollaries. Time permitting, I will comment on existence of non-negative bases in Hilbert space.