The Zamolodchikov metric in Narain CFTs is realized using the Cartan matrix K_g and its inverse from finite-dimensional Lie algebras g.
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Explicit algebraic constructions and inclusion relations are provided for the lattices Lambda_k, Lambda_kC, and Lambda_k* in code CFTs realizing Narain theories, with discriminant group Z_k and examples for rank 1 and higher dimensions.
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Algebraic Realisation of the Zamolodchikov Metric in Narain Theories
The Zamolodchikov metric in Narain CFTs is realized using the Cartan matrix K_g and its inverse from finite-dimensional Lie algebras g.
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Algebraic constructions of code lattices in Narain conformal field theories
Explicit algebraic constructions and inclusion relations are provided for the lattices Lambda_k, Lambda_kC, and Lambda_k* in code CFTs realizing Narain theories, with discriminant group Z_k and examples for rank 1 and higher dimensions.