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What type of functions are studied in Conformal Field Theory?
- A Correlation Functions
- B Exponential Functions
- C Polynomial Functions
- D Trigonometric Functions
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Correlation Functions are central objects of study in CFT, representing statistical correlations between observables in a system. They encode information about the underlying dynamics and symmetries of the system, allowing physicists to extract valuable insights into its behavior. Correlation functions play a crucial role in understanding phase transitions, critical phenomena, and the emergence of universal behavior in conformally invariant systems.
