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Дата индексирования: Sun Apr 10 21:43:05 2016
Кодировка: Windows-1251
Vestnik Moskovskogo Universiteta. Seriya 1. Matematika. Mekhanika
Instructions for preparation of manuscripts in electronic form

Instructions for preparation of manuscripts in electronic form

An electronic file with the submitted manuscript should be of the following form.

%----------------------------

\def\udk{UDC}
\ltitle{Title of the manuscript (in CAPITAL LETTERS)}
{Author initials and name(s)}
\oabstract{
Abstract of the manuscript
}
Text of the manuscript
\end{document}
%--------------------------

In order to compile the above LaTeX file, the following specially developed style "vestnik.sty" should be allocated in a current directory.

%------------------------------------------------------------------
% FILE vestnik.sty
%------------------
%\textheight = 24.5cm
%\textwidth 18.0cm \columnsep 10pt \columnseprule 0pt
%=== Preamble: \ltitle{Title of the manuscript} {Author initials and name(s)}
\def\ltitle#1#2{ %\pagebreak
\begin{center}\bf
#1
\end{center}
\begin{center}\bf
#2
\end{center} 
}
%=== Abstract
\def\oabstract#1{{\narrower{#1}}\bigskip\par}
%=== Environment for theorems, lemmas, statements, corollaries, etc.: 
%     \begin{theorem}{Theorem No.} ...\end{theorem}
\newenvironment{theorem}[1]{\endgraf  {\bf #1}\em}{ \endgraf  }
\def\proof{{\bf Proof. }}
%=== References 
%=    \begin{refdf}{the number of items} the list of references\end{refdf}
\newbox\boxno%
\newenvironment{refdf}[2]{\endgraf  
\par\bigskip\par
{\footnotesize References}
\setbox\boxno=\hbox{#1.~\null}
\bigskip\par
#2
}{ \endgraf  }
%= the title of a reference item:
% \wref{ the order number} {author(s)} title
\def\wref#1#2{\par\hangindent=\wd\boxno \noindent 
\hbox to \wd\boxno{#1.~}{\it #2}}
%------------------------------------------------------------------

The classification number of UDC, the manuscript title, the author name(s) and initials should be given at the beginning of the manuscript as follows:

%-------------------------
\def\udk{511.36}
\ltitle{ARITHMETIC PROPERTIES OF SOME NUMBERS}
{I.\,I.~Ivanov}
%-------------------------

Formulas, theorems and other statements should be numbered explicitly; for example:

%------------------------------------------------
$$
  f_N(z) = F(a_{N+1},\dots, a_{N+m},z),\quad
  u_N(z) = a_1\cdots a_N z^t f_N(z) \,. 
\eqno(1)
$$

\begin{theorem}{Theorem 1.}
     Any polynomial of degree $n$
has no more than $n$ real roots.
\end{theorem}
\proof
...
%------------------------------------------------

Commands for automatic numbering of formulas, chapters, sections, etc. should not be used. Sectioning of a manuscript without the use of standard commands can be done as follows:

%------------------------------------------------
\par
{\bf Title of the section.}
Text of the section
%------------------------------------------------

The list of references should be of the form:

%------------------------------------------------
\begin{refdf}{5}
\wref{1}
{Koblits N.}
$p$-adic numbers, $p$-adic analysis and zeta functions.
M., 1982.
\wref{2}
{}
Functional analysis / Edited by S.G.~Krein.
M., 1972.
\wref{3}
{Sedletsky A.M.}
Completeness of the system of exponents in the space of differentiable
functions // Transactions of Moscow Institute of Energy. 1977. Issue 334.
98--103.
\wref{4}
{Chow Y.S., Teicher H.}
Probability theory.
Berlin; Heidelberg, 1988.
\wref{5}
{Heath-Brown~D.R.}
The Pjatecki--Shapiro prime number theorem//
J. Number Theory.
1983 {\bf 16}. 242--246.
\wref{6}
{Neretin Yu.A.}
Differentiable measures on groups of flows //
Proceedings of the Steklov Institute of Mathematics.
1997. {\bf 217}. 135--181.
\end{refdf}
%------------------------------------------------

Figures should be represented in EPS-formats. For example, it is permitted the usage of

a) EPS-files generated by Photo Shop with the options: ASCII-format without TIF-headings;

b) vector EPS-files generated by XFIG under UNIX.

EPS-files generated by CorelDraw are not permitted.

For raster black-and-white figures (i.e., consisting of separate points), the optimal resolution is 150-200 points per inch for the image of actual size.

  Go!