Strongly coupled quantum discrete Liouville theory; 1, Algebraic approach and duality

Fadeev, L D
Kashaev, R M
Volkov, A Yu

Publication date

January 2001

Abstract

The quantum discrete Liouville model in the strongly coupled regime, 1<c<25, is formulated as a well defined quantum mechanical problem with unitary evolution operator. The theory is self-dual: there are two exponential fields related by Hermitean conjugation, satisfying two discrete quantum Liouville equations, and living in mutually commuting subalgebras of the quantum algebra of observables

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Strongly coupled quantum discrete Liouville theory; 1, Algebraic approach and duality

Abstract

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Strongly coupled quantum discrete Liouville theory; 1, Algebraic approach and duality

Abstract

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