书写你的第一篇latex文本（2）

接上一次的《书写你的第一篇latex文本（1）》https://www.cnblogs.com/liangxuran/p/15844269.html

第六步：构建第一篇完整的文本

当你在写一个真实的文档时，因为你要修正错别字等，你会运行 LATEX 很多次，所以在实践中重新运行命令不是问题。最后，我们将添加脚注、目录和参考书目。

 1 \documentclass[UTF8]{article}
 2 \usepackage{geometry}
 3 \usepackage{fancyhdr}
 4 \usepackage{amsmath ,amsthm ,amssymb}
 5 \usepackage{graphicx}
 6 \usepackage{hyperref}
 7 \usepackage{lipsum}
 8 \title{Test  document}
 9 \author{Xuran \\ \url{xuranliang@hotmail.com}}
10 \date {2022-Jan-26}
11 \begin{document}
12 \maketitle
13 \tableofcontents
14 \newpage
15 
16 This is some  preamble  text  that  you  enter
17 yourself .\footnote{First  footnote .}\footnote{Second  footnote .}
18 
19 \section{Text  for the  first  section}
20 \lipsum [1]
21 \subsection{Text  for a subsection  of the  first  section}
22 \lipsum [2-3]
23 \label{labelone}
24 
25 \subsection{Another  subsection  of the  first  section}
26 \lipsum [4-5]
27 \label{labeltwo}
28 
29 \section{The  second  section}
30 \lipsum [6]
31 
32 Refer  again to \ref{labelone}.\cite{ConcreteMath}
33 Note  also  the  discussion  on page \pageref{labeltwo}
34 
35 \subsection{Title of the  first  subsection  of the  second  section}
36 \lipsum [7]
37 
38 \begin{thebibliography}{9}
39 \bibitem{ConcreteMath}
40 Ronald L. Graham , Donald E. Knuth , and  Oren  Patashnik ,
41 \textit{Concrete  Mathematics},
42 Addison -Wesley , Reading , MA , 1995.
43 \end{thebibliography}
44 \end{document}

编译之后的pdf显示如下：

第七步：编写第一个复杂公式

许多对 LATEX 感兴趣的人都希望将数学包括在内。下面的例子来自具体数学。amsthm 包使我们能够访问定理环境，但这些超出了本文档的范围。

 1 \documentclass[UTF8]{article}
 2 \usepackage{geometry}
 3 \usepackage{fancyhdr}
 4 \usepackage{amsmath ,amsthm ,amssymb}
 5 \usepackage{graphicx}
 6 \usepackage{hyperref}
 7 \usepackage{lipsum}
 8 \title{Test  document}
 9 \author{Xuran \\ \url{xuranliang@hotmail.com}}
10 \date {2022-Jan-26}
11 \begin{document}
12 \maketitle
13 
14 This is some  preamble  text  that  you  enter
15 
16 There  are $\binom{2n+1}{n}$  sequences 
17 with $n$ occurrences  of $-1$ and $n+1$ 
18 occurrences  of $+1$, and Raney’s lemmatells us that 
19 exactly  $1/(2n+1)$ of  these  sequences  have 
20 allpartial  sums  positive.
21 
22 Elementary  calculus  suffices  to 
23 evaluate $C$ if we are  clever 
24 enoughto look at the  double 
25 integral 
26 \begin{equation*}
27     C^2 =\int_{-\infty }^{+\infty} e^{-x^2} 
28     \mathrm{d}x\int_{-\infty }^{+\infty} e^{-y^2} 
29     \mathrm{d}y\;.
30 \end{equation*}
31 
32 Solve  the  following  recurrence  for $n,k\geq 0$:
33 \begin{align*}
34     Q_{n,0} &= 1
35     \quad Q_{0,k} = [k=0];   \\
36     Q_{n,k} &= Q_{n-1,k}+Q_{n-1,k-1}+\binom{n}{k}, 
37     \quad\text{for $n,k >0$.}
38 \end{align*}
39 
40 \end{document}

编译效果图

 

posted @ 2022-01-26 09:00  Philbert  阅读(56)  评论(0)  编辑  收藏  举报