Recent content by J.Hong
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Graduate Operator algebra of chiral quasi-primary fields
Thank you, fzero I proved two formulas are the same each other using general version of the identities you introduced. Thank you again, fzero.- J.Hong
- Post #5
- Forum: Beyond the Standard Models
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Graduate Operator algebra of chiral quasi-primary fields
Thanks, fzero :) Even though eliminate one variable by using the constraint you said, it still remains different term. See below. 1. My result \left [ \phi_{(i)m},\phi_{(j)n} \right ]=\sum_{k\geq...- J.Hong
- Post #3
- Forum: Beyond the Standard Models
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Graduate Operator algebra of chiral quasi-primary fields
Studying conformal field theory, I tried to derive general expression for the commutation relations of the modes of two chiral quasi-primary fields. At first, I expressed the modes \phi_{(i)m} and \phi_{(j)n} as contour integrals over each fields, and took commutation relation. I used...- J.Hong
- Thread
- Algebra Chiral Fields Operator
- Replies: 4
- Forum: Beyond the Standard Models