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发表于 2013-1-23 18:05 |只看该作者 |倒序浏览

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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

\ziju{0.025} \vspace*{.26in}
\begin{center}
{\heiti\zihao{2}\LARGE\bf \huge 序列覆盖映射的注记}%Semi-Fredholm 算子时的应用}
%\vskip.1in
%{\heiti\zihao{2}{\bf\huge Semi-Fredholm} 算子时的应用}
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%-------------------------------------------------------------------------
%\footnotetext{}
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%\footnotetext{}
%\footnotetext{\hfill\thepage\hfill}
%\footnotetext{}
\footnotetext{收稿日期: 2003-07-08.} \footnotetext{基金项目:
国家自然科学基金资助课题(No. 10271026),
福建省自然科学基金资助项目(No. F0310010) ,
福建省高校科技资助项目(No. K2001110).}
%数学天元基金(No. TY10126022)及973计划(No. 2002cb312200)资助.}
\footnotetext{E-mail: linshou@public.ndptt.fj.cn} \footnotetext{*
作者现在通信地址.}

%-------------------------------------------------------------------------
%\centerline{\Rightarrowrge\zihao{4}\songti 蔡俊亮}
%\vskip.1in
%\centerline{\small\zihao{6} (北京师范大学数学系, 北京, 100875, 中国)}
%\vskip .1in
\centerline{\fangsong\large\zihao{4} 杨 \ \ 凤$^{1,2}$,\quad 钮凯$^{2}$ } \vskip.1in
\centerline{\small\zihao{-5}(1. 漳州师范学院数学系, 漳州, 福建,
363000;\ \ 2. 宁德师范高等专科学校数学系, 宁德, 福建, 352100)}
\vskip.25in {\narrower\fangsong\zihao{-5}\small {\zihao{-5}\heiti
摘要:}\ \
本文的主要结果是构造两个例子分别说明1序列覆盖的商映射未必是弱开映射,
度量空间上的序列覆盖$\pi$映射未必是1序列覆盖映射.

{\zihao{-5}\heiti\tenbf 关键词:}\ \ 序列覆盖映射; 1序列覆盖映射;
弱开映射; $\pi$映射; 商映射

{\tenbf\zihao{-5}\heiti MR(2000) 主题分类:}\ \ 54C10; 54D55; 54E40
/ {\tenbf\zihao{-5}\heiti 中图分类号:} O189.1

%%{\zihao{-5}\heiti 文献标识码:}\ \  A\qquad {\heiti\zihao{-5} 文章编号:}\ \
%% 1000-0917%(2004)02-0229-07

}

\normalsize

\baselineskip 15pt \vskip.15in

\sec{0 引言}

\sec{参考文献} \baselineskip 13pt {\footnotesize

\REF{[1]} Daves, C, Kahan, W.M., The rotation of eigenvectors by a
perturbation, {\it SIAM J Numer Anal.}, 1970, 1(2): 1-46.

}

\vskip .25in
\begin{center}
{\Large\bf  Relative  Perturbation  Bounds for  }\\[.1in]
%vskip .13in
{\Large\bf the  Subunitary Polar Factor }\\[.1in]
%\vskip .18in
{\Large\bf the Under  Unitarily Invariant  Norms}\\[.18in]
%\vskip .18in
{\normalsize\zihao{5} YANG Feng$^{1,2}$, \quad NIU Kai$^2$}\\[.1in]
%\vskip .08in
{\footnotesize\it(Department of Mathematics, South China Normal
University, Guangzhou, Guangdong, 510631,
P. R. China)}\\[.25in]
%\vskip .1in
%{\zihao{5} Liu Yanpei}
%\vskip .08in
%{\footnotesize\it(Department of Mathematics, Northern Jiaotong University,
%Beijing, 100044, P.~R.~China)}
\end{center}
%\vskip .18in
\baselineskip 14pt

\zihao{5}\normalsize {\indent{\bf Abstract:}\ \

{\bf Key words:}\ \

}
\end{document}

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