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- W1749200549 abstract "In this note we point out that a symmetric product orbifold CFT can be twisted by a unique nontrivial two-cocycle of the permutation group. This discrete torsion changes the spins and statistics of corresponding second-quantized string theory making it essentially ``supersymmetric.'' The long strings of even length become fermionic (or ghosts), those of odd length bosonic. The partition function and elliptic genus can be described by a sum over stringy spin structures. The usual cubic interaction vertex is odd and nilpotent, so this construction gives rise to a DLCQ string theory with a leading quartic interaction." @default.
- W1749200549 created "2016-06-24" @default.
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- W1749200549 date "1999-12-13" @default.
- W1749200549 modified "2023-09-27" @default.
- W1749200549 title "Discrete Torsion and Symmetric Products" @default.
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