| * Venue | Media Centre |
| * Speaker | Namitha Changuli |
| * Title | Some results on Multiparameter decomposable product systems and CAR flows |
| Affiliation | IMSc |
| Abstract | This talk deals with product systems over closed, convex cones in $\mathbb{R}^{d}$. In this talk, we describe the structure of a decomposable product system over a closed convex cone in $\mathbb{R}^{d}$. We explicitly compute the cohomology groups involved in the description of a decomposable product system for a specific example. We show that the CAR functor which maps an isometric representation of a cone to the corresponding CAR flow is injective. We also characterise type $I$ CAR flows associated to isometric representations with commuting range projections. Finally, we compute the gauge group and index of these type $I$ CAR flows. This is pre-synopsis seminar. |
| * Announcement? | None |
| * Refreshments? | None |
| * Honorarium? | None |
| Special Arrangements? | None |
| * Host name and email | S Sundar @@ ssundar@imsc.res.in |