\documentclass{scpde05}


%%%%% author macros %%%%%%%%%
% place your own macros HERE
%%%%% end %%%%%%%%%

\begin{document}
%%%%% title : short title is for running head.
% \title{TITLE}
% \title[short title]{TITLE}
% if you have \footnote at title, please provide shorttitle
\title{Here is the Title}

%%%%% author(s) :
% single author:
% \author[name in running head]{AUTHOR\corrauth}
% [name in running head] is NOT OPTIONAL, it is a MUST.
% use \corrauth to indicate the corresponding author
% use \corraddr to provide address of corresponding author
% put "Email:" in \corraddr
%\author[T.~Lam]{T.~Lam\corrauth}
%\address{Department of Mathematics, Hong Kong Baptist University,
%Hong Kong.}
%\corraddr{T.~Lam, Department of Mathematics, Hong Kong Baptist University,
%Hong Kong. Email: \tt xxx@xxx.xxx}

% multiple authors:
% Note the use of \affil and \affilnum to link names and addresses.
% The author for correspondence is marked by \corrauth and \corraddr
% is used to give that author's address which will be printed as footnote.
% e.g. below example has 3 authors, first author is also the corresponding
%      author, author 1 and 3 having the same address.
 \author[A.~Chan et.~al.]{Abc Chan\affil{1}\comma\corrauth,
       Author Chan\affil{2} and Author Zhao\affil{1}}
 \address{\affilnum{1}\ School of Mathematical Sciences,
          Abc University,
          Beijing 100xxx, P.R. China. \\
           \affilnum{2}\ Department of Mathematics,
           Hong Kong Baptist University, Hong Kong SAR}
 \corraddr{A.~Chan, School of Mathematical Sciences,
          Abc University, Beijing 100xxx, P.R. China.
          Email: \tt abc@def.edu.cn}

%%%%% Begin Abstract %%%%%%%%%%%
\begin{abstract}
The abstract should provide a brief summary of the main findings of the paper.
\end{abstract}
%%%%% end %%%%%%%%%%%

%%%%% Keywords %%%%%%%%%%%
\keywords{Moving mesh method, conservative interpolation, iterative method, $l^2$ projection.}

%%%% maketitle %%%%%
\maketitle


%%%% Start %%%%%%
\section{Introduction}
\label{sec1} In the past two decades,  there has been important
progress in developing adaptive mesh methods for PDEs. Mesh
adaptivity is usually of two types in form: local mesh refinement
and moving mesh method.  ....

\section{Preparation of manuscript}
\label{sec2} The Title Page should contain the article title,
authors' names and complete affiliations,  footnotes to the title,
and the postal address for manuscript correspondence (including
e-mail address and fax numbers). The Abstract should provide a brief
summary of the main findings of the paper.

References should be cited in the text by a number in square
brackets.  Literature cited should appear on a separate page at the
end of the article and should be styled and punctuated using
standard abbreviations for journals (see Chemical Abstracts Service
Source Index, 1989). For unpublished lectures of symposia, include
title of paper, name of sponsoring society in full, and date. Give
titles of unpublished reports with ``(unpublished)" following the
reference. Only articles that have been published or are in press
should be included in the references. Unpublished results or
personal communications should be cited as such in the text. Please
note the sample at the end of this paper.

Figures should be in a finished form suitable for publication.
Number figures consecutively with Arabic numerals. Lettering on
drawings should be of professional quality or generated by
high-resolution computer graphics and must be large enough to
withstand appropriate reduction for publication.


%%%% Acknowledgments %%%%%%%%
\section*{Acknowledgments}
The author would like to thank  ....

%%%% Bibliography  %%%%%%%%%%
\begin{thebibliography}{99}
\bibitem{Berger}M.J. Berger and P. Collela, {\it Local adaptive mesh refinement
for shock hydrodynamics},
J. Comput. Phys., {\bf 82} (1989), pp. 62-84.
\bibitem{deBoor}C. de Boor, {\it Good approximation by splines with variable knots II}, in Springer Lecture
 Notes Series 363, Springer-Verlag, Berlin, 1973.
\bibitem{TanTZ} Z.J. Tan, T. Tang and Z.R. Zhang, {\it A simple moving mesh method for one- and
two-dimensional phase-field equations}, J. Comput. Appl. Math., to appear.
\bibitem{Toro}E.F. Toro, Riemann Solvers and numerical methods for fluid dynamics,
Springer-Verlag Berlin Heidelbert, 1999.
\end{thebibliography}

\end{document}
