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In CFT, what are the mathematical formulations used to describe operators?
- A Operator Product Expansions (OPEs)
- B Differential Equations
- C Integrals
- D Fourier Transforms
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In CFT, Operator Product Expansions (OPEs) are mathematical tools used to describe how local operators behave and interact with each other. They provide a systematic way to analyze the behavior of operators in different regions of spacetime and are essential for understanding the correlation functions and scaling properties of a conformally invariant system.
