INSTRUCTIUNI PENTRU PUBLICARE

Participantii sunt rugati sa trimita un rezumat extins al lucrarii, de 1-3 pagini. Termenul de inscriere si de primire a rezumatelor extinse este 15 mai 2006.
Rezumatele se vor scrie in Latex 2є. Pentru sectia Educatie rezumatele vor fi  pregatite in Microsoft Word.

Fisa de inscriere precum si rezumatele (in limba engleza) vor fi trimise prin e-mail la adresa mathconf@mail.md (subiect: CAIM). Comunicarile la Conferinta pot fi prezentate in Engleza, Romana sau Rusa. Se preconizeaza publicarea unei culegeri de rezumate selectate de comitetul de program.
Rugam participantii sa trimita rezumatele si  in format DVI sau PDF.

Lucrarile CAIM XIV vor fi publicate in volume speciale ale „ROMAI Journal” si „Annals of the Faculty of  Mathematics and Computer Science of Moldova State University”. De asemenea articolele pot fi prezentate pentru publicare in "Computer Science Journal of Moldova" sau "Buletinul Academiei de Stiinte a Moldovei. Matematica" (http://www.math.md/imi-site/en/publications).

Fisierul – model de teze in Latex:

\documentclass[10pt,a4paper]{article}
\usepackage{amsfonts}
\usepackage{amsbsy}
\usepackage{amssymb}
\usepackage{amsmath}
\usepackage{amsthm}

\newcommand{\titleart}[1]{\bigskip \begin{center} \large \textbf{#1}\end{center} \vspace{-6mm}}
\newcommand{\autorart}[1]{\begin{center} \large \textsf{#1}\end{center} \vspace{-6mm} }
\newcommand{\coord}[1]{\begin{center} \small \textit{#1}\end{center} \vspace{-6mm}}
\newcommand{\mail}[1]{\begin{center} \small \texttt{#1}\end{center} \normalsize}

\begin{document}

\titleart{Title of abstract}
\autorart{ Author \index{ Author }}
\coord{ Affiliation, Country }
\mail{e-mail}

%\addc{ Author.}{ Title of abstract }
%\stopcr

\medskip
Text of the abstract ...

An example of a theorem:

{\bf Theorem 1.} {\it The formulation of the theorem}

Text of the abstract   ...

\medskip
{\small
\centerline{\bf References:}

\smallskip
\noindent
1. M. M. Choban,  {\it General theorems
on functional equivalence of topological space}.
Topology and its Applications {\bf 89}
(1998), p. 223 - 239.

\smallskip
\noindent
2. V. Boltyanski, H. Martini and P. Soltan,
{\it Excursions into combinatorial geometry}.
Springer-Verlag, Berlin, 1997, 418 pp.
}
\end{document}