Event Title
A CONTINUOUS MODEL FOR QUAINILPOTENT OPERATORS AND TRANSLATION INVARIANT SUBSPACES IN WEIGHTED L^2 OF R+
Location
Brown Hall 100
Start Date
7-20-2016 9:00 AM
End Date
20-7-2016 9:30 AM
Description
In this talk we will show a continuous version of the model due to Foias and Pearcy for quasinilpotent operators defined on a separable, infinite-dimensional complex Hilbert space, providing an approach for studying their invariant subspaces connected to translation invariant subspaces in weighted L^2 of R+.
A CONTINUOUS MODEL FOR QUAINILPOTENT OPERATORS AND TRANSLATION INVARIANT SUBSPACES IN WEIGHTED L^2 OF R+
Brown Hall 100
In this talk we will show a continuous version of the model due to Foias and Pearcy for quasinilpotent operators defined on a separable, infinite-dimensional complex Hilbert space, providing an approach for studying their invariant subspaces connected to translation invariant subspaces in weighted L^2 of R+.