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\begin{document}
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\begin{center}
  \vspace*{\baselineskip}

  {\Large BGU Math}

  \vspace*{\baselineskip}

  \rule{\textwidth}{1.6pt}\vspace*{-\baselineskip}\vspace*{2pt}
  \rule{\textwidth}{0.4pt}\\[\baselineskip]

  {\Huge Operator Algebras and Operator Theory}\\[0.5\baselineskip]
  {\Large 2023--24--A meetings}


  \rule{\textwidth}{0.4pt}\vspace*{-\baselineskip}\vspace{3.2pt}
  \rule{\textwidth}{1.6pt}\\[\baselineskip]


\end{center}


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  \begin{longtabu}{|X[-1,l]|X[-2,c]|X[-3,l]|}
  \hline
  \textbf{Date} & \textbf{Speaker} &
  \textbf{Title}\\
  \hline
  \textrm{Jan 22}%
%
  &
  Yair Glasner
    (BGU)%
  &
  Non-commutative factors for an irrational rotation of the circle\\

  \hline


\textrm{Jan 29}%
%
  &
  Eli Shamovich
    (BGU)%
  &
  From noncommutative rational functions to peaking states on the Cuntz algebra\\

  \hline


\textrm{Feb  5}%
%
  &
  Tattwamasi Amrutam
    (BGU)%
  &
  On amenable subalgebras of the group von Neumann algebra\\

  \hline


\textrm{Feb 12}%
%
  &
  Ilan Hirshberg
    (BGU)%
  &
  Non-isomorphic simple AH algebras with the same Elliott invariant and same radius of comparison\\

  \hline


\textrm{Feb 19}%
%
  &
  Sibaprasad Barik
    (Technion)%
  &
  Isometric dilations for representations of product systems\\

  \hline


\emph{Wed, Feb 28}%
, \emph{16:00--17:00}%
  &
  Jurij Volcic
    (Drexel University)%
  &
  Self-testing: from quantum information theory to operator algebras\\

  \hline


\textrm{Mar  4}%
%
  &
  Jeet Sampat
    (Technion)%
  &
  Biholomorphisms between subvarieties of noncommutative operator balls\\

  \hline


\textrm{Mar 11}%
%
  &
  Ilan Hirshberg
    (BGU)%
  &
  Values of Rokhlin dimension for finite group actions\\

  \hline



\end{longtabu}}

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\vfill
Meetings are on \textsc{Mondays}, \emph{14:00-15:00}, in \textbf{201} (unless otherwise mentioned)


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\end{document}

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