[Turkmath:7139] İstanbul Üniversitesi Matematik Bölüm Semineri

[RÜYA ÜSTER]

Merhabalar,

İstanbul Üniversitesi Matematik Bölümü genel seminerinde 21.05.2025
tarihinde saat 14.00 da gerçekleşecek olan konuşmanın detayları aşağıdaki
gibidir.

İlgilenen herkesi bekleriz.

Rüya ÜSTER GÜNDÜZ-

Konuşmacı/Speaker: Dr. Öğretim Üyesi Nazlı Doğan Fatih Sultan Mehmet Vakıf
University

Başlık/Title: COMPACTNESS OF HERMITIAN SQUARES OF HANKEL AND TOEPLITZ
OPERATORS

Özet/Abstract: The study of Hankel and Toeplitz operators on spaces of
holomorphic functions
has been a central theme in operator theory. In this talk, we focus on
these operators when
they are defined on Bergman spaces over bounded domains in Cn. After
providing the necessary
background and definitions, we will concentrate on the compactness of these
operators.
A key part of the discussion will be devoted to the functional analytic and
several complex
variable techniques that are employed to analyze compactness. In
particular, we will investigate
the compactness of Hermitian squares of Hankel and Toeplitz operators,
which arise naturally
 in various contexts. The talk will conclude with recent joint results
obtained with Sönmez Şahutoğlu
from the University of Toledo.

Zoom Toplantısına Katıl
https://istanbul-edu-tr.zoom.us/j/94233297608

Toplantı Kimliği: 942 3329 7608

-- 


*Yasal Uyarı:* Bu elektronik posta, **buradan*  
<https://bilgiislem.istanbul.edu.tr/tr/duyuru/e-posta-yasal-uyari-e-mail-disclaimer-6400760071002D0059004B0075004A0039007400480039007900700046006200610041004F003200370077003200> 
*ulaşabileceğiniz Koşul ve Şartlara tabidir.
*Disclaimer: *This email is 
subject to the Terms and Conditions available *here.* 
<https://bilgiislem.istanbul.edu.tr/tr/duyuru/e-posta-yasal-uyari-e-mail-disclaimer-6400760071002D0059004B0075004A0039007400480039007900700046006200610041004F003200370077003200>
-------------- next part --------------
An HTML attachment was scrubbed...
URL: <http://yunus.listweb.bilkent.edu.tr/pipermail/turkmath/attachments/20250515/4302b6f8/attachment.html>