⟦0256b3490⟧

TextFile



Following this letter are three files (MEM.STY, MEM.TEX and MEM.CHECKLIST) 
to be used when preparing a paper in AMS-TeX 2.0, for a volume in the
Memoirs series.  To make it easier to load these files separately on your
system, they are separated by a row of asterisks (***).


The .STY file is used to modify the AMS-TeX preprint style to the Memoirs style.
Instructions for using this file are listed at the top.

The .TEX file is a sample of the macros defined in the .STY file.  Before
preparing your paper you should TeX this file and print it to test the macros
and to get instructions for their use.

The .CHECKLIST file should be printed and used to help you avoid the most
common problems.

Reimbursement can be made to the typist or author according to the terms set
forth on the reimbursement form you received in your information package.  For
maximum reimbursement the instructions in the .TEX file must be followed.  The
cost of making any changes deemed necessary by the Editorial Department for
your .TEX file to conform to the style of the series will be calculated and
your reimbursement adjusted accordingly.  For reimbursement calculations the
page count used is that of the final, published form.

Once your paper has been input and proofread, please send the .TEX file to our
Internet address: PUB-SUBMIT@MATH.AMS.COM.  When you send the file please be
sure to include a message that identifies both the publication series and the
editor of the volume.

Should you have any technical questions, please contact our Technical Support
Group at 800-321-4AMS or 401-455-4080.  They can also be reached through
electronic mail at Internet: tech-support@math.ams.com.


%*********************************************************
% START OF MEM.STY
%%%%%%%%%%                      MEM.STY                              %%%%%
%                                                                DATE 8-10-90
%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%
% This file is designed to work with AMS-TeX version 2.0.
%
% The TeX code defined here will modify the AMS-TeX 2.0 preprint style to
% the Memoirs style.  It sets up the correct page size,
% puts a logo and a copyrightline on the first page, and formats the
% top matter, headings and references appropriately.
%
%
% Instructions:
%
%  1. Create a file named  mem.sty containing the data in the lines
%     from  %%% mem.sty %%%  through  \endinput .  Install the file
%     in the same directory as amsppt.sty .
%
%  2. In a data file, include the line, \documentstyle{mem}
%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%


%  First input the preprint style

\def\next{AMSPPT}\ifx\styname\next \endinput
  \else\input amsppt.sty\fi


\catcode`\@=11


%  Set the page size 

\pagewidth{29pc}

\def\raggedcenter@{\endgraf\leftskip\z@ plus.4\hsize \rightskip\leftskip
 \parfillskip\z@ \parindent\z@ \spaceskip.3333em \xspaceskip.5em
 \pretolerance9999\tolerance9999 \exhyphenpenalty\@M
 \hyphenpenalty\@M \let\\\linebreak}

\def\chapterno@{\the\chaptercount@}

\def\chapter{\nofrills@{\afterassignment\chapterno@
                        CHAPTER \global\chaptercount@=}\chapter@
 \DNii@##1{\leavevmode\hskip-\leftskip\hskip-\parindent
   \rlap{\vbox to\z@{\vss\centerline{\eightpoint\chapter@##1\unskip}
    \baselineskip10pt\null}}\nofrills@false\endgraf}
 \FN@\next@}

\def\title{\nofrills@{\uppercasetext@}\title@
 \DNii@##1\endtitle{\global\setbox\titlebox@\vtop{\tenpoint\rm
 \raggedcenter@\ignorespaces
 \baselineskip1.3\baselineskip\title@{##1}\endgraf}%
 \ifmonograph@ \edef\next{\the\leftheadtoks}\ifx\next\empty
    \leftheadtext{##1}\fi
 \fi
 \edef\next{\the\rightheadtoks}\ifx\next\empty \rightheadtext{##1}\fi
 }\FN@\next@}

\def\curraddr{\nofrills@{\eightpoint{\it Current address\/}:\enspace}\curraddr@
  \DNii@##1\endcurraddr{%
  \expandafter\gdef\csname curraddr\number\addresscount@\endcsname
  {\def\usualspace{{\it\enspace}}\smallskip\noindent\eightpoint\curraddr@
  \ignorespaces##1\par}}%
 \FN@\next@}

\outer\def\endtopmatter{\runaway@{abstract}%
 \edef\next{\the\leftheadtoks}\ifx\next\empty
  \expandafter\leftheadtext\expandafter{\the\rightheadtoks}\fi
 \ifmonograph@\else
   \ifx\thesubjclass@\empty\else \makefootnote@{}{\thesubjclass@}\fi
   \ifx\thekeywords@\empty\else \makefootnote@{}{\thekeywords@}\fi\fi
  \ifx\thethanks@\empty\else \makefootnote@{}{\hskip-\parindent\thethanks@}\fi
  \pretitle
  \box\titlebox@
  \preauthor
  \ifvoid\authorbox@\else \vskip2.5pc plus1pc \unvbox\authorbox@\fi
  \preaffil
  \ifvoid\affilbox@\else \vskip1pc plus.5pc \unvbox\affilbox@\fi
  \predate
  \ifx\thedate@\empty\else \vskip1pc plus.5pc \line{\hfil\thedate@\hfil}\fi
  \preabstract
  \ifvoid\abstractbox@\else \vskip1.5pc plus.5pc \unvbox\abstractbox@ \fi
  \ifvoid\tocbox@\else\vskip1.5pc plus.5pc \unvbox\tocbox@\fi
  \prepaper
  \vskip2pc plus1pc
  \topskip10pt% reset to normal value
}

\outer\def\subhead{\nofrills@{.\enspace}\subhead@
 \DNii@##1\endsubhead{\par\penaltyandskip@{-100}\subheadskip
  \noindent{\usualspace@{{\subheadfont@\enspace}}%
 \subheadfont@\ignorespaces##1\unskip\subhead@}\ignorespaces}%
 \FN@\next@}
    
\def\Monograph{\monograph@true \let\headmark\rightheadtext
  \let\varindent@\indent \def\headfont@{\bf}\def\proclaimheadfont@{\smc}%
  \def\demoheadfont@{\smc} \topskip7pc}

%  Roman type is needed within the statement of theorems for numerals,
%  fences, labels, etc.  This definition should ultimately be in amsppt.sty.

\def\rom#1{{\rm #1}}

\outer\def\enddocument{%
 \runaway@{proclaim}%
\ifmonograph@  \count@\z@ \loop\ifnum\count@<\addresscount@\advance\count@\@ne
 \csname address\number\count@\endcsname
 \csname email\number\count@\endcsname
 \repeat
\else
 \nobreak
 \thetranslator@
 \count@\z@ \loop\ifnum\count@<\addresscount@\advance\count@\@ne
 \csname address\number\count@\endcsname
 \csname email\number\count@\endcsname
 \repeat
\fi
 \vfill\supereject\end}
\catcode`\@=13


\def\amsversion{2.0}
\Monograph
\endinput                                 

***** END OF MEM.STY
%
%*********************************************************
% START OF MEM.TEX
%%%%%%%%%%                      MEM.TEX                         %%%%
%                                                               9/90
%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%
% AMS-TeX 2.0 sample file for memoirs volumes.
%
\input amstex
\documentstyle{mem}
\NoBlackBoxes
%
\leftheadtext{MAXIMAL IDEALS IN SUBALGEBRAS OF $C(X)$}

\topmatter
\chapter{1}
\title Sample Paper for Memoirs,\\
On Maximal Ideals in Subalgebras of $C(X)$\endtitle
\address Department of Mathematics, Northeastern University, Boston,
Massachusetts 02115\endaddress  %Research address for author one
\curraddr Department of Mathematics and Statistics, Case Western Reserve
University, Cleveland, Ohio 43403\endcurraddr %Current address for author one
\email XYZ\@Math.AMS.com\endemail
\address Mathematical Research Section, School of Mathematical Sciences,
Australian National University, Canberra ACT 2601, Australia %address for 
%                                                             author two
\endaddress
\endtopmatter

\document

\head 1. Introduction                % bold, centered;
\endhead                             % don't type final punctuation
This sample paper illustrates the use of the \AmSTeX{} Version~2.0 preprint
style with additional macros for the series {\bf Memoirs}.  In this sample paper,
brief instructions to authors will be interspersed with mathematical text
extracted from (purposely unidentified) published papers.  For instructions on
preparing mathematical text, the author is referred to {\it The Joy of \TeX},
second edition, by Michael Spivak \cite{18}.

\subhead Top matter\endsubhead
The input format and content of the top matter can be best understood
by examining the first part of the sample file {\bf MEM.tex}, up
through the {\tt\char`\\document} instruction.

The top matter includes both elements that must be input by the author
and a few that are provided automatically.  The author names and the title
that are to appear in the running heads should be input in all CAPS as
{\tt\char`\\leftheadtext} and {\tt\char`\\rightheadtext} respectively.
The full names and title should be used unless they require too much
space; in that event, abbreviated forms should be substituted.
In the top matter, the title is input in caps and lowercase and will
be set that way.  

For each author an address should be input.  If the current address is
different than the address where the research was carried out then both
addresses are given with the current address second and coded as indicated
in this sample file.  Following these addresses, an address for electronic
mail should be given, if one exists.
Note that no abbreviations are used in addresses,
and complete addresses for each author should be entered in the order that
names appear on the title page.  Addresses are considered part of the top
matter but are set at the end of the paper, following the references.

\subhead Fonts\endsubhead
The fonts used in this paper are from the Computer Modern family; they
should be available to all authors preparing papers with these macros.
However, the final copy may be set by the AMS using other fonts.  

\subhead A mathematical extract\endsubhead
The mathematical content of this sample paper has been extracted from
published papers, with no effort made to retain any mathematical sense.
It is intended only to illustrate the recommended manner of input.

Mathematical symbols in text should always be input in math mode as
illustrated in the following paragraph.

A function is invertible in $C(X)$ if it is never zero, and in $C^*(X)$ if
it is bounded away from zero. In an arbitrary $A(X)$, of course, there
is no such description of invertibility which is independent of the 
structure of the algebra. Thus in \S 2 we associate to each noninvertible
$f\in A(X)$ a $z$-filter $\Cal Z (f)$ that is a measure of where
$f$ is ``locally'' invertible in $A(X)$. This correspondence extends to
one between maximal ideals of $A(X)$ and $z$-ultrafilters on $X$.
In \S 3 we use the filters $\Cal Z (f)$ to describe the intersection of 
the free maximal ideals in any algebra $A(X)$. Finally, our main result
allows us to introduce the notion of $A(X)$-compactness of which 
compactness and realcompactness are special cases. In \S 4 we show how
the Banach-Stone theorem extends to $A(X)$-compact spaces.

\head 2. Theorems, lemmas, and other proclamations\endhead

Theorems and lemmas are varieties of proclamations.  Either may have a
proof or a ``demonstration.''  The lemma and proof below illustrate
the use of a ``roster'' or itemized list; the first item in the proof
roster is run in.  Note that both proclamations and demonstrations
have their beginnings and ends marked in the file.

\proclaim{Lemma 1} Let $f, g\in  A(X)$ and let $E$, $F$ be cozero
sets in $X$.
\roster
\item"(a)" If $f$ is $E$-regular and $F\subseteq E$, then $f$ is $F$-regular.

\item"(b)" If $f$ is $E$-regular and $F$-regular, then $f$ is $E\cup F$-%
regular.

\item"(c)" If $f(x)\ge c>0$ for all $x\in E$, then $f$ is $E$-regular.

%\item"(d)" If $0<f(x)\le g(x)$ for all $x\in E$ and if $f$ is
%$E$-regular, then $g$ is $E$-regular.
%
%\item"(e)" If $f$ is $E$-regular and $g$ is $F$-regular, then $fg$ is 
%$E\cap F$-%
%regular and $f^2 +g^2$ is $E\cup F$-regular.
\endroster
\endproclaim

\demo{Proof}
\roster\runinitem "(a)" Obvious.

\item"(b)" Let $h, k\in A(X)$ satisfy $hf|_E=1$ and $kf|_F=1$. Let
$w=h+k-fhk$. Then $fw|_{E\cup F}=1$.

\item"(c)" Let $h=\max\{c,f\}$. Then $h|_E=f|_E$ and $h\ge c$. So $0<h^{-1}
\le c^{-1}$. Hence $h^{-1} \in C^*(X)\subseteq A(X)$, and 
$h^{-1} f|_E=1$. 

%\item"(d)" Let $h\in A(X)$ satisfy $hf|_E=1$. For $x\in E,\ h
%(x)>0$, so $h(x)g(x)\ge h(x)f(x)=1$. Thus by (c), there exists $k
%\in A(X)$ such that $khg|_E=1$.
%
%\item"(e)" If $hf|_E=1$ and $kg|_F=1$, then $hkgf|_{E\cap F}=1$. Now
%$f^2 +g^2\ge f^2$, so by (d), $f^2+g^2$ is $E$-regular. Similarly,
%it is $F$-regular, and so the result follows by (b).
\endroster
\enddemo

\definition{Definition}
For $f\in A(X)$, we define
$$
\Cal Z (f)=\{E\in Z[X]\: \text{$f$ is $E^c$-regular}\}.
\tag 2.1
$$
\enddefinition

\head 3. Roman type\endhead

Numbers, punctuation, (parentheses), [brackets], $\{$braces$\}$, and
symbols used as tags should always be set in roman type.  The following
sample theorem illustrates how to code for roman type within the
statement of a theorem.

\proclaim{3.1 Theorem}
Let $\Cal G$ be a free nilpotent-of-class-\rom{2} group of rank
$\ge 2$ with carrier $G$ and let
$$m : G\times G \to Z$$
satisfy \rom{(2.21)}, \rom{(2.22)}, and \rom{(2.24)}, and define
$\kappa$ by \rom{(2.23)}.  Then this kappa-group is kappa-nilpotent
of class \rom{2} and kappa-metabelian, that is to say, it satisfies
\rom{S2} and \rom{S3}, but it is kappa-abelian if, and only if,
$$m(x,y) = -1\quad\text{for all $x, y \notin G'$}.
\tag 3.1$$
\rom{(}Thus \rom{(3.1)} implies the trivial consequence
\rom{(2.1)}.\rom{)}  Assume now that \rom{(3.1)} does not hold,
so that the kappa-group is kappa-nonabelian.  Assume further that $m$
is not constant outside $G'$ \rom{(}inside $G'$ the values of $m$
clearly do not matter\rom{)}.  Then $\kappa$ is neither left nor right
linear, that is to say, neither \rom{S4} nor \rom{S5} holds:
\rom{I1} again holds, but none of \rom{I2--I5}.  As before,
\rom{I6} is equivalent to \rom{(2.25)}.  Now \rom{I7$'$}, however,
is equivalent to a condition similar to \rom{(2.25)}, namely
$$m(xz\sigma, yz\sigma) = m(x,y)\,.
\tag 3.2$$
%As before, each of \rom{I8--I11} is equivalent to \rom{(2.26)}.
%As before, \rom{J3} does not hold; but now \rom{J1}, \rom{J2}
%and \rom{J4} hold.
\endproclaim

Letters used as abbreviations rather than as variables or constants
are set in roman type.  Use the control sequences \cite{18\rm, p.\ 99}
for common mathematical functions and operators like $\log$ and $\lim$,
and use {\tt\char`\\cite} when citing a reference.  The reference tag
will be {\bf bold} automatically, but you will need to set any
additional information in roman type as illustrated by the coding of
the previous sentence.

\head 4. References\endhead

When you are ready to begin the bibliography, type {\tt\char`\\Refs}
before the first reference.  This produces the heading for the
bibliography and changes the type to a smaller size.  Input each reference
using the \AmSTeX{} control sequences given in Appendix C of \cite{18}.
Arrange the references in alphabetical order by the last name of the first
named author.  The references at the end of this sample file have been
chosen to illustrate the coding of the most common types of references.
Use the abbreviations of names of journals and book series as given in annual 
indexes of {\it Mathematical Reviews}.

The sample references have been labeled with numbers, as
{\tt\char`\\no 10}, etc.  To use letters instead of numbers for labels,
you can use, for example, {\tt\char`\\key C1}.

References are set with hanging indentation. The amount of indentation
is preset to accommodate the most common case, two-digit numbers.
It can be increased (or decreased) by specifying the widest number or
key used in the references. For example,
{\tt\char`\\widestnumber\char`\\no\{999\}} and
{\tt\char`\\widestnumber\char`\\key\{GHMaR\}}
will increase the indentation to accommodate a three-digit number or the key
\hbox{[GHMaR]} respectively.  Note that the parts of the formatting that
depend on the current journal style are taken into account automatically
(the period after a number or the [\dots]\ around a key, plus the usual
space).

After the last reference, type {\tt\char`\\endRefs} to mark the end of the
bibliography.

General instructions for tagging references are given in Appendix C of
\cite{18}.  Some changes have been made in the upgrade to \AmSTeX{}
Version~2.0.  Except for the simplification of the {\tt\char`\\key},
the new conventions are illustrated in the bibliography at the end of
this sample.

\head 5. Figures\endhead

Figures should be handled as inserts.  The amount of space left should equal
the exact height of the figure.  Extra space around the figure will be
provided automatically.  The positioning of figures may need to be changed
to obtain the best possible page layout.  Thus, it is necessary to label
your figures and use the labels in text when referring to figures.
The figure caption should be positioned below the figure.

In most cases, figures will be rendered for consistency of style within a
book.  Please provide figure manuscript drawn in black ink with clean,
unbroken lines on nonabsorbent paper.

\example{Example 5}
For the link in Figure 5a, the Massey product $\langle u_1, u_2, u_3,
u_4, u_5\rangle$ in $S^3-L$ is defined and consists of all
integer multiples of $\gamma_{1,5}$.  For the link in Figure 5b,
the Massey product $\langle u_1, u_2, u_3, u_4, u_5\rangle$ in
$S^3-L$ contains the single element $\gamma_{1,5}$.  Since the links
in Figures 5a and 5b are homotopic, the example indicates that Massey
products in $S^3-L$ with distinct $u_j$'s do not, in general,
determine homotopy invariants of the link.  For the link in Figure 5a
and the link in Figure 5b, the Massey product $\langle u_1, u_2, \dots,
u_5\rangle$ in $\{S^3-L_i\}_{i=1}^5$ contains the single element
$\gamma_{1,5}$.

%  art work measures 11.5pc for figure 5a, 7pc for figure 5b

\topinsert
\vskip 11.5pc
\botcaption{Figure 5{\rm a}}\endcaption
\endinsert

\topinsert
\vskip 7pc
\botcaption{Figure 5{\rm b}}\endcaption
\endinsert

\head 6. Other headings\endhead

\subhead A subheading\endsubhead % bold, run-in; do not type ending punctuation
We conclude by noting that another characterization of $A$-compactness
follows from Mandelker \cite 5. We call a family $\Cal S$ of closed sets in
$X\ A$-stable if every $f\in A(X)$ is bounded on some member of $\Cal S$.
Then one can show (as in \cite 5) that a space is $A$-compact if and only if 
every $A$-stable family of closed sets with the finite intersection property
has nonempty intersection.

\subsubhead A second-level subheading\endsubsubhead
This paragraph is included only to illustrate the appearance of a
sub-subheading.

\Refs

\ref\no 1
\by     V. L. Arnol$'$d, A. N. Varchenko, and S. M. Gusein-Zade
\book   Singularities of differentiable maps.~{\rm I}
\publ   ``Nauka'' \publaddr Moscow \yr 1982 \lang Russian
\transl English transl. \publ Birkh\"auser \yr 1985
\endref
\ref\no 2 \bysame
\book   Singularities of differentiable maps.~{\rm II}
\publ   ``Nauka'' \publaddr Moscow \yr 1984
\transl English transl. \publ Birkh\"auser \yr 1988
\endref
\ref\no 3
\by     H. Bass, E. H. Connell, and D. Wright
\paper  The Jacobian conjecture
\jour   Bull. Amer. Math. Soc.
\vol    7 \yr 1982 \pages 287--330
\endref
\ref\no 4
\by     H. Bass and G. H. Meisters
\paper  Polynomial flows in the plane
\jour   Adv. in Math. \vol 55 \yr 1985 \pages 173--203
\endref
\ref\no 5
\by     E. A. Coddington and N. Levinson
\book   Theory of ordinary differential equations
\ed     Editor Name
\bookinfo extra book info
\publ   McGraw-Hill \publaddr New York
\yr     1955
\endref
\ref\no 6
\by     B. Coomes
\book   Polynomial flows, symmetry groups, and conditions sufficient for 
        injectivity of maps
\bookinfo Ph.D. thesis, Univ. Nebraska-Lincoln
\yr     1988
\endref
\ref\no 7 \bysame % B. Coomes
\paper  The Lorenz system does not have a polynomial flow
\jour   J. Differential Equations
\toappear
\endref
\ref\no 8
\by     E. Formanek
\paper  Generating the ring of matrix invariants
\inbook Lecture Notes in Math., vol. 1197
\publ   Springer-Verlag \publaddr Berlin and New York
\yr     1986 \pages 73--82
\endref
\ref\no 9
\by     P. Gabriel
\paper  Unzerlegbare Darstellungen. {\rm II}
\jour   Manuscripta Math. \vol 6 \yr 1972 \pages 71--103
\endref
\ref\no 10
\by     J. Guckenheimer, P. Holmes, M. Martineau, and L. P. Robinson
\book   Nonlinear oscillations, dynamical systems, and bifurcations of vector
        fields
\publ   Springer-Verlag \publaddr New York
\yr     1983
\endref
\ref\no 11
\by     J. K. Hunter and J. Scheurie
\paper  Perturbed solitary wave solutions of a model equation for water waves
\jour   Physica D 
\toappear
\endref
\ref\no 12
\by     G. H. Meisters
\paper  Jacobian problems in differential equations and algebraic geometry
\jour   Rocky Mountain J. Math. \vol 12 \yr 1982 \pages 679--705
\endref
\ref\no 13 \bysame  % Meisters
\paper  Polynomial flows on $\bold R^n$
\inbook Proc. Semester on Dynamical Systems (Warsaw, Autumn 1986)
\publ   Springer-Verlag
\publaddr Berlin, Heidelberg, and New York
\toappear
\endref
\ref\no 14
\by     G. H. Meisters and C. Olech
\paper  A poly-flow formulation of the Jacobian conjecture
\jour   Bull. Acad. Polon. Sci. S\'er. Sci. Math.
\vol    35
\yr     1987
\pages  725--731
\endref
\ref\no 15
\by     S. Osher
\paper  Shock capturing algorithms for equations of mixed type
\inbook  Numerical Methods for Partial Differential Equations
\eds    S. I. Hariharan and T. H. Moulton
\publ   Longman
\publaddr New York
\yr     1986
\pages  305--322
\endref
\ref\no 16
\by     L. A. Ostrovsky
\paper  Nonlinear internal waves in a rotating ocean
\paperinfo Part 2
\jour   Oceanology 
\vol    18
\yr     1978
\pages  181--191
\endref
\ref \no 17
\by     G. S. Petrov 
\paper  Elliptic integrals and their nonoscillatory behavior
\jour   Funktsional. Anal. i Pri\-lo\-zhen.
\vol    20
\yr     1986
\pages  46--49
\transl\nofrills English transl. in
\jour   Functional Anal. Appl. \vol 20 \yr 1986
\endref

\ref\no 18
\by     M. D. Spivak \book The Joy of \TeX{}\bookinfo Second edition
\publ   Amer. Math. Soc., Providence, RI \yr 1986\endref

\endRefs

\enddocument

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
***** END OF MEM.TEX
%
%*********************************************************
% START OF MEM.CHECKLIST
%%%%%%%%%%                      MEM.CHECKLIST                   %%%%%
%                                                                9/90
%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

		     Check List for Electronic Manuscripts

				  Memoirs Volumes


- The author should proofread the paper before submitting to the AMS.

- The title on the first page should have the first letter of major words
  and any proper names, in uppercase (CAPS); other words should be lowercase.

- The running heads for the right-hand (odd-numbered pages) should have
  the title (shortened if necessary) all in CAPS.

- The author(s) name(s) should be in CAPS and lowercase.

- The running heads for the left-hand (even-numbered pages) should have the
  author(s) name(s) all in CAPS.  Names in running heads should match names
  as given on the first page (shorten to fit only if necessary).

- Grant information and final publication information should be listed as
  unmarked footnotes on the first page.

- Citations in the manuscript should be coded using ``\cite''.

- References should be coded using the AMS-TeX codes and should include all 
  available information.

- The address, current address (if different) and e-mail address of each author
  should be included.

- The .tex files should include NO ``input'' files other than amstex.

- All definitions should be  at the top of the file and none of them should
  redefine any TeX or AMS-TeX commands.

- Definitions should be used consistently throughout the paper.

- No definitions should be used for formatting text; only the AMS-TeX 
  formatting commands should be used.

- The file should contain no line and/or page breaks.

- A covering letter should be included with the electronic submission.  The 
  letter should clearly identify the author, title and intended publication
  series.  It should also tell us where the author can be reached throughout
  the publication process.  

***** END OF MEM.CHECKLIST
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