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\Title{MoST 2020 Abstract Template: Two Page Limit}

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\Author{1}{A. Author}{a.author@email.edu}
\Author{1}{B. Author}{b.author@email.gov}
\Presenter{2}{C. Presenter}{c.presenter@email.com}

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\Affiliation{2}{Second Department, Second Institution}

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{\bf Keywords}:
  conservation laws;
  high-resolution schemes;
  maximum principles;
  limiting; remapping.

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\textbf{ABSTRACT}\\[1mm]
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Following the successful 2012 and 2014 workshops on {\it Modeling and Simulation of Transport Phenomena}, this four-day event will once again bring together mathematicians who develop analytical and numerical methods for transport equations. The scientific program of the MoST 2020 workshop will be focused on the following topics:
\begin{itemize}
 \item  physics-compatible high-order methods for conservation laws
 \item  algebraic limiting and residual distribution for finite elements
 \item  bound-preserving conservative interpolation (remapping) of data
 \item  optimization-based approaches to enforcing maximum principles
 \item  invariant domain preserving schemes for hyperbolic systems
 \item  a priori and a posteriori error estimates, smoothness criteria
 \item  adaptive mesh refinement and polynomial degree adjustment
 \item  modeling and analysis of unresolvable small-scale phenomena
 \item  applications to multiphase and multimaterial flow problems
\end{itemize}


The workshop will take place in the Moselle valley famous for its picturesque medieval towns, magnificent castles, and delicious wines.

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\bibitem{BibKey01} A. Author and B. Author,
``Title of First Reference'',
\textit{International Journal for Numerical Methods in Fluids}, 65(11-12), pp.~1295--1310, 2010.
\bibitem{BibKey02} C. Presenter,
``Title of Second Reference'',
\textit{Computers and Fluids} (submitted).
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This work was supported by\ldots

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