Mathematics – Quantum Algebra
Scientific paper
2011-04-25
Mathematics
Quantum Algebra
29pages, we reorganized arXiv0906.1407, 0909.3665, math/0309350 into one with short proofs
Scientific paper
In vertex operator algebra theories, most of the general theorems are proved under the assumptions of rationality and C_2-cofiniteness. In this paper, we obtain several general theorems without the assumption of rationality so that we can use them for proving rationality of given C_2-cofinite vertex operator algebras. For example, we apply them to orbifold models and show that if g is a finite automorphism of a rational C_2-cofinite vertex operator algebra T of CFT-type with T'\cong T and a fixed point subVOA T^g is C_2-cofinite, then T^g is also rational.
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