我想制作一个 SmartArt 图形（PowerPoint 中的名称）来展示不同类型的收敛以及它们之间的联系，用于测度理论课程。我在 LaTeX 中制作了以下“SmartArt 图形”：代码：
\documentclass[12pt,a4paper,landscape]{article}
\usepackage{tikz}
\usepackage{geometry}
\usetikzlibrary{positioning}
\geometry{left=0.75in,right=0.75in,top=0.75in,bottom=0.75in}
\begin{document}
\begin{center}
\begin{tikzpicture}[>=stealth,every node/.style={shape=rectangle,draw,rounded corners},]
% create the nodes
\node (c1)[font=\fontsize{14}{16}\selectfont ]{
$\left.
\begin{array}{c}
\textbf{Convergen\c{t}\u{a}} \\
\textbf{uniform\u{a} aproape sigur\u{a}} \\
\end{array}
\right.
$
};
\node (c2) [left =of c1,font=\fontsize{14}{16}\selectfont ] {\textbf{Convergen\c{t}\u{a} complet\u{a}}};
\node (c3) [below =of c2,font=\fontsize{14}{16}\selectfont ] {\textbf{Convergen\c{t}\u{a} tare}};
\node (c4) [below =of c1,font=\fontsize{14}{16}\selectfont ] {\textbf{Convergen\c{t}\u{a} aproape sigur\u{a}}};
\node (c5) [right =of c4,font=\fontsize{14}{16}\selectfont ] {\textbf{Convergen\c{t}\u{a} uniform asimptotic\u{a}}};
\node (c6) [below left =of c4,font=\fontsize{14}{16}\selectfont ] {\textbf{Convergen\c{t}\u{a} \^{i}n probabilitate}};
\node (c7) [below right =of c4,font=\fontsize{14}{16}\selectfont ] {
$\left.
\begin{array}{c}
\textbf{Convergen\c{t}\u{a} \^{i}n }\\
\textbf{medie de ordinul $r>0$} \\
\end{array}
\right.
$
};
\node (c12) [below=of c7,font=\fontsize{14}{16}\selectfont ] {\textbf{Convergen\c{t}\u{a} \^{i}n $L^q,0<q<r$}};
\node (c8) [below =of c6,font=\fontsize{14}{16}\selectfont ] {\textbf{Convergen\c{t}\u{a} \^{i}n reparti\c{t}ie}};
\node (c9) [below =of c8,font=\fontsize{14}{16}\selectfont ] {\textbf{Convergen\c{t}\u{a} \^{i}n func\c{t}ie de reparti\c{t}ie}};
\node (c10) [below =of c9,font=\fontsize{14}{16}\selectfont ] {
$\left.
\begin{array}{c}
\textbf{Convergen\c{t}\u{a} \^{i}n func\c{t}ie}\\
\textbf{caracteristic\u{a}} \\
\end{array}
\right.
$
};
\draw[bend left=45,black,latex-,line width=2pt] (c3.west) to (c2.west);
\draw[bend left=45,blue,latex-,line width=2pt] (c2.east) to (c3.east);
\draw[black,latex-,->,line width=2pt] (c4.west) to (c3.east);
\draw[black,latex-,->,line width=2pt] (c1.south) to (c4.north);
\draw[black,latex-,<->,line width=2pt] (c5) to (c4);
\draw[bend left=25,black,latex-,line width=2pt] (c6.north) to (c4.south west);
\draw[bend left=25,red,latex-,line width=2pt] (c4.south) to (c6.east);
\draw[bend left=10,red,latex-,line width=2pt] (c4.south east) to (c7.north);
\draw[bend left=25,blue,latex-,line width=2pt] (c7.west) to (c4.south);
\draw[black,latex-,->,line width=2pt] (c7) to (c12);
\draw[bend left=45,black,latex-,line width=2pt] (c8.west) to (c6.west);
\draw[bend left=45,blue,latex-,line width=2pt] (c6.east) to (c8.east);
\draw[black,latex-,<->,line width=2pt] (c8) to (c9);
\draw[black,latex-,<->,line width=2pt] (c9) to (c10);
\draw[bend left=35,blue,latex-,line width=2pt] (c4.south) to (c8.east);
\end{tikzpicture}
\vspace{1cm}
\begin{tikzpicture}
$$
\draw[black,latex-,->,line width=2pt] (0,0) -- (2,0) node at (4,0){Implica\c{t}ie direct\u{a}};
$$
\end{tikzpicture}
\break \break
\begin{tikzpicture}
$$
\draw[blue,latex-,->,line width=2pt] (0,0) -- (2,0) node at (6,0){Implica\c{t}ie \^{i}n condi\c{t}ii suplimentare};
$$
\end{tikzpicture}
\break \break
\begin{tikzpicture}
$$
\draw[red,latex-,->,line width=2pt] (0,0) -- (2,0) node at (5,0){Implica\c{t}ie pe un sub\c{s}ir};
$$
\end{tikzpicture}
\break \break
\end{center}
\end{document}
我得到了：
我的问题是：如何将我的图表格式化为如下所示的样子？
是的，非常感谢，我很抱歉我缺乏勇气（cfr）。我翻译了我的图表，希望它是正确的。（我使用了：Patrick Billingsley，概率测度的收敛和 Albert Shiryaev，概率）。
答案1
像这样？
平均能量损失
\documentclass[12pt,a4paper,landscape]{article}
\usepackage{tikz}
\usepackage{geometry}
\usetikzlibrary{positioning,calc}
\geometry{left=0.75in,right=0.75in,top=0.75in,bottom=0.75in}
\begin{document}
\begin{center}
\begin{tikzpicture}[scale=.9,transform shape]
\tikzset{
every node/.style={draw,rounded corners,font=\fontsize{14}{16}\selectfont\bfseries,align=center,on grid,inner sep=8pt},
node distance=2cm and 9cm,
every path/.style={line width=2pt,line cap=round}
}
\node (c1)[]{
Convergen\c{t}\u{a} \\
uniform\u{a} aproape sigur\u{a}
};
\node (c2) [left =of c1,] {Convergen\c{t}\u{a} complet\u{a}};
\node (c3) [below =of c2,] {Convergen\c{t}\u{a} tare};
\node (c4) [below =of c1,] {Convergen\c{t}\u{a} aproape sigur\u{a}};
\node (c5) [right =of c4,] {Convergen\c{t}\u{a} uniform asimptotic\u{a}};
\node (c6) [below left =4cm and 9cm of c4,] {Convergen\c{t}\u{a} \^{i}n probabilitate};
\node (c7) [below right =of c4,] {
Convergen\c{t}\u{a} \^{i}n \\
medie de ordinul $r>0$
};
\node (c12) [below=of c7,] {Convergen\c{t}\u{a} \^{i}n $L^q,0<q<r$};
\node (c8) [below =4cm of c6,] {Convergen\c{t}\u{a} \^{i}n reparti\c{t}ie};
\node (c9) [right=of c8,] {Convergen\c{t}\u{a} \^{i}n func\c{t}ie de reparti\c{t}ie};
\node (c10) [right =of c9,] {
Convergen\c{t}\u{a} \^{i}n func\c{t}ie\\
caracteristic\u{a}
};
\draw
(c1) edge (c4)
(c2) edge (c3)
(c3) edge (c4)
(c4) edge (c5)
(c4) edge (c6)
(c4) edge (c7)
(c7) edge (c12)
(c6) edge (c8)
(c8) edge (c9)
(c9) edge (c10)
;
\coordinate(sep aux)at($(c6)!.5!(c8)$);
\coordinate(sep)at($(current bounding box.west|-sep aux)+(-2cm,0)$);
\coordinate(T1)at($(current bounding box.north west-|sep)!.5!(sep)$);
\coordinate(T2)at($(current bounding box.south west-|sep)!.5!(sep)$);
\draw(sep)--(sep-|current bounding box.east);
\node[anchor=west,draw=none]at(T1){\Huge I};
\node[anchor=west,draw=none]at(T2){\Huge II};
\end{tikzpicture}
\end{center}
\end{document}
输出
