%% Abstract Template for OPERA2026 Conference 
%% Please, do NOT change any macro
%% Just fill in the template below 
%% Save as "XXX.tex" where XXX is your LAST NAME

\documentclass[12pt,a4paper]{article}
\usepackage{amsmath,amssymb,amsthm}

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\newcommand{\authVar}{}
\newcommand{\titleVar}{}
\newcommand{\emailVar}{}
\newcommand{\affilVar}{}
\newcommand{\coauthVar}{}
\newcommand{\coauthors}{}
\newif\ifcoauthIF
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\newcommand{\Affiliation}[1]{\renewcommand{\affilVar}{#1}}
\newcommand{\Coauthors}[1]{\ifx&#1&\coauthIFfalse%
  \else\coauthIFtrue\renewcommand{\coauthVar}{#1}\fi}
\newcommand{\Abstract}[1]{%
  \vskip5ex{\begin{flushleft}
      \Large\titleVar
    \end{flushleft}
    \begin{flushleft}
      \emph{\large\authVar\ifcoauthIF{$^*$}\fi~(\affilVar)\ifcoauthIF{, \coauthVar}\fi}
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  \vskip5ex\noindent\!\!#1
  \par\noindent
  \begin{flushleft}
    \texttt{\emailVar}
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  \clearpage
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\renewcommand*\labelenumi{[\theenumi]}

% Some useful mathematical multiletter symbols, you may want to use in the text
\newcommand{\NN}{\mathbb{N}}
\newcommand{\CC}{\mathbb{C}}
\newcommand{\RR}{\mathbb{R}}
\newcommand{\ZZ}{\mathbb{Z}}
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%


\begin{document}
%% Your name and affiliation
\Name{Speaker's name} 
\Affiliation{Affiliation, e.g. University of XXX}

%% Your Email address
\Email{Speaker's e-mail}

%% Coauthors' names, separated by commas. In case of no coauthors leave blank
\Coauthors{Names of coauthors}

%% Your title and abstract 
\Title{Title}

\Abstract{
Put the abstract here. 
The abstract should preferably fit within one page, including references. If necessary, it may extend to a maximum of two pages.

References can be included if needed; please follow the examples below:

\begin{thebibliography}{99}
	% Journal paper
	\bibitem{B_T04} J.-P.~Berrut and L.~N.~Trefethen. 	Barycentric Lagrange interpolation. 	{\em SIAM Rev.}, 46(3):501--517, 2004.
	
	% Preprint on ArXiv
	\bibitem{B_P08}
	D.~Bessis and L.~Perotti. An analytical approach to the concept of noise using Padé approximations. ArXiv e-print 0807.3101, 2008.
	
	% Conference paper
	\bibitem{D_I15}
	B.~Diederichs and A.~Iske. Parameter estimation for bivariate exponential sums.
	In {\em IEEE International Conference Sampling Theory and Applications (SampTA2015)}, 493--497, 2015.
	
	% Book
	\bibitem{VL97}
	C.~F.~Van~Loan. {\em Introduction to scientific computing}. Prentice Hall, New Jersey, 1997.
\end{thebibliography}

}% do not delete this

\end{document}

