latex zip 数模模板_一个LaTeX 数模模板
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9 f9 @! o+ c- W7 G- j. n$ y1 m\begin{document}
+ d' `0 t2 U1 h6 O8 ?\begin{CJK*}{GBK}{hei}
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\begin{CJK*}{GBK}{song}
/ t9 O. l7 w* i6 y\begin{center}
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* Y9 S& F: f3 M' @+ w摘要
) J. _* h% Q/ O7 A, w$ t\end{center}3 f# G4 d* G8 F
\newline \newline
+ Q) H( l9 s8 b3 O" H4 p这个问题是个数学建模问题; b- F6 {# \' H( G5 ~8 O1 L
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\newpage
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: v9 {) m0 B( e5 d3 ` q9 E\begin{CJK*}{GBK}{hei}# @! Y2 q i+ q) S8 [/ y- o J: E
\section{问题的重述}1 {( H4 [' q; k) u
\end{CJK*}^- x" ]7 d7 B9 L1 O7 {9 }1 U* @
: I7 w& S& M' j. j/ }1 v2 ]这个问题是一个数学建模问题: @$ o7 d: y0 k; T: Y* p( A4 w* M0 H0 J
\begin{CJK*}{GBK}{hei}
+ `( D. K3 `" \/ d1 L4 D. Y\section{问题的分析}
! N2 p1 S5 c: n& z\end{CJK*}" U9 z2 x% f" w Z2 p4 U- `
) G# w4 D; f) Y# H& I问题的分析/ H1 T3 H% m7 {8 p9 p
\section{符号声明与名词解释}, V) Q+ M& x* f2 h! E) Q
符号声明与名词解释
* D: |8 L+ `3 Q\section{模型的建立}% R3 g3 p1 T& `8 s+ F' b! U. D' x! |
\begin{CJK*}{GBK}{kai}5 v+ v# |, h4 \/ q/ N2 E# K
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\begin{fangfa}+ e( l( U4 d1 T; M& {+ Z4 B% v
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- h8 E0 g$ \, N\begin{dingli}9 Z! T- N3 z; ?
6666
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+ V2 ?% C/ H5 @: D" \! E+ g\section{模型的求解}
8 X, V) v( u8 n; y$ x: @\begin{equation}3 ?" h1 E! S6 y% y1 h- U* k: A/ j
\iiint_{\Omega}\left( \frac {\partial P}{\partial x}+\frac {\partial Q}{\partial y}+\frac {\partial R}{\partial z}\right)
7 ?" Y# n0 O% n- }$ ~% `5 Wdv =\mathop{{\int\!\!\!\!\!\int}\mkern-21mu# ]/ B& }$ `% @
\bigcirc}\limits_\Sigma
% N& G( W$ N2 k$ A9 Q' k( U{Pdydz+Qdxdz+Rdxdy} \label{Gauss}# ]9 d1 |+ i, h/ x9 _2 D
\end{equation}/ f! i7 X4 w/ S3 q: p2 }* A
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\begin{thebibliography}{99}4 z) W' @6 z3 {% }+ G# _/ d* K1 ?. N
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+ U P+ y* U$ a+ A\bibitem {leastlose} S.Jay Gould,
! q& y L9 e$ q1 Q/ j+ S“Of bamboos,cicadas and the economy of Adam Simith”, \emph{In
, D) r' l7 \# i# h9 fEver Since Dawin}, Norton 1977
! j5 X z8 t9 A\end{thebibliography}
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* `4 F( M* i2 e6 z- j2 F+ c# K\begin{appendix}
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\end{appendix}
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