MATH Semineri: “Applications of Unbounded Convergences to Dunford-Pettis and Compact Operators,” Niyazi Gezer (ODTÜ), SA-Z18, 14:00 2 Aralık (EN)

Departments of Mathematics
Dear Colleagues and Students,

You are cordially invited to the Analysis Seminar organized by the Department of Mathematics.

Speaker: Niyazi Gezer (METU)

“Applications of Unbounded Convergences to Dunford-Pettis and Compact Operators”

Abstract: Unbounded order convergence was first studied by Nakano in the 1940s in connection with Birkhoff’s ergodic theorem. Various types of convergences on Banach lattices and their unbounded versions have been studied since then.
One of the aims of the present talk is to demonstrate several properties of unbounded absolutely weak Dunford-Pettis and unbounded absolutely weak compact operators acting on Banach lattices. This is a joint work with Nazife Erkurşun-Özcan and Omid Zabeti.

Date: Monday, December 2, 2019
Time: 14:00
Place: SA – Z18