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# Conformal Field Theory | ||
>This note is still under construction. | ||
This is my conformal field theory note based on the book [*Conformal Field Theory*](https://doi.org/10.1007/978-1-4612-2256-9) by Philippe Francesco, Pierre Mathieu and David Sénéchal. | ||
## Outline | ||
1. Review | ||
- Quantum Field Theory | ||
- Statistic Mechanics | ||
2. Fundamentals | ||
- Global Conformal Invariance | ||
- Conformal Invariance in Two Dimensions | ||
- The Operator Formalism | ||
3. |
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fig/Quantum Field Theory/transformation_illustration/fig.tex
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\documentclass{standalone} | ||
\usepackage{tikz} | ||
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\usetikzlibrary{hobby,arrows.meta} | ||
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\begin{document} | ||
\begin{tikzpicture} | ||
\draw[very thick] (-3,-3) rectangle (3,3); | ||
\node [below] at (0,-3) {$x_0$}; | ||
\node [left] at (-3,0) {$x_1$}; | ||
\node [below] at (1,-1.5) {$x$}; | ||
\node [left] at (-1,1.2) {$x'$}; | ||
\node [below] at (1,-0.5) {$\Phi$}; | ||
\node [below] at (-1,0.8) {$\Phi'$}; | ||
\filldraw[blue] (1,-1.5) circle (.03); | ||
\filldraw[blue] (-1,1.2) circle (.03); | ||
\draw [-{Stealth[length=3mm, width=1.5mm]}] (1,-1.5)[bend right=20] to (-1,1.2); | ||
\filldraw[fill=blue!20,fill opacity=0.4] (1.5,-2) to [closed,curve through={(0.1,-0.5) (0,-1.5)}] (0.2,-2); | ||
\filldraw[fill=red!20,fill opacity=0.4] (-1.5,2) to [closed,curve through={(0,0.5) (0,1.5)}] (-0.7,2); | ||
\end{tikzpicture} | ||
\end{document} |
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