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What concept in CFT deals with the behavior of fields under conformal transformations?
- A Primary Operators
- B Secondary Operators
- C Tertiary Operators
- D Quaternary Operators
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Primary Operators are fundamental building blocks in CFT that describe the behavior of fields under conformal transformations. They generate the space of local operators and play a crucial role in characterizing the spectrum of a conformally invariant theory. Primary operators are classified based on their transformation properties under conformal transformations and are essential for constructing correlation functions and studying the spectrum of physical states.
