Instructions

(a) The first page should be composed of only the title of the
paper, names of the authors with their mailing (and e-mail)
addresses, the abstract of the paper and any footnotes, including
Date of Receipt, AMS Subject Classification, etc., and it should
be organized as follows:

(1) A space (3cm deep) at the top of the first page should be
left for the publisher.
(2) The title of the paper should be printed in BOLD CAPITALS
and the authors' names with their mailing (and e-mail)
addresses are printed without the preposition
"by" on the line below the title.
(3) A space (1.5cm deep) should be left between the authors'
addresses and the abstract of the paper.
(4) The abstract, with the word "Abstract" in boldface, of at
most 10 lines should be included completely in the first page.

(b) The text of the paper should begin with the "Introduction
(or 1. Introduction)" from the top of the second page. On each
page the area (16cm x 23cm) should be fully used for the text.

(c) Formula numbers should be placed at the left (or right) line
border. Classifying words such as Lemma, Proposition, Theorem,
Corollary, Definition, Remark and Example should be printed in
boldface. The statements of lemmas, propositions, theorems and
corollaries are preferably printed in "italics".

(d) The references, with the word "References" in boldface,
should be listed in alphabetical order with numbers ([1], [2],...),
at the end of the text.

(e) Page numbers of the manuscript should be noted in pencil on
the back of each page. The page numbers of the complete volume
will be inserted later by the publisher.

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            Sample for the first page layout
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\documentclass[12pt]{article}
\topmargin=0cm
\oddsidemargin=0cm
\textwidth=16cm
\textheight=23cm
\topmargin=-1cm
\pagestyle{empty}
\begin{document}
\begin{flushleft}
{\footnotesize \bf Advances in Mathematical}
\hfill
{\Huge \bf {\cal G}}{\bf akk\=otosho}\\
{\footnotesize \bf Sciences and Applications}
\hfill Tokyo, Japan\\
{\footnotesize \bf Vol.14, No.1 (2004), pp.25-40}
\end{flushleft}
\vspace{1.5cm}
                   \begin{center}
   {\large \bf MATHEMATICAL TREATMENT OF\\[0.1cm]
         PHASE SEPARATION WITH ORDER-DISORDER\\[0.17cm]
       STRUCTURE IN BINARY MIXTURES}\\[1cm]
                   \end{center}

                   \begin{center}
                  {\sc Akio Ito}\\
Department of Architecture, School of Engineering,
Kinki University\\
1, Takayaumenobe, Higashihiroshima, Hiroshima, 739-2116 Japan\\
(aito@hiro.kindai.ac.jp)
                   \vspace{0.2cm}

              {\sc Nobuyuki Kenmochi}\\
Department of Mathematics, Faculty of Education,
Chiba University\\
1-33 Yayoi-ch\=o, Inage-ku, Chiba, 263-8522 Japan\\
(kenmochi@faculty.chiba-u.jp)
                   \vspace{0.2cm}

                {\sc M. Niezg\'odka}\\
ICM, Warsaw University\\
ul. Pawinskiego 5a, 02-106 Warsaw, Poland\\
(marekn@icm.edu.pl)
       \end{center}
       \vspace{1cm}

\hspace*{-0.6cm}{\bf Abstract.} This work is motivated by the
work [3] in which the derivation of a system consisting of
Allen-Cahn/Cahn-Hilliard equations is explored as a modelling
of the phenomenon of component separation with order-disorder
transition in binary mixtures under the isothermal situation.
The main purpose of this paper is to introduce a new model in
the non-isothermal case and to give the existence and
uniqueness results for this model under some appropriate
conditions.
\\ \\[3cm]
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\\
{\footnotesize Communicated by Editors; Received April 16, 2003.\\
This work is supported by xxxxxxxxxxxxxxxxxxxx.\\
AMS Subject Classification xxxxxxxxxx, xxxxxxxxxx}

\end{document}
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