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| Chiral conformal field theories are mathematical objects which are related to but distinct from two-dimensional conformal field theories. They transform under a single copy of the [[Virasoro algebra]] $\mathcal{V}$ and depend on $z$ but not $\bar z$. Notable examples include bosons compactified on any self-dual Euclidean lattice, and the [[Monster CFT]]. | Chiral conformal field theories are mathematical objects which are related to but distinct from two-dimensional conformal field theories. They transform under a single copy of the [[Virasoro algebra]] $\mathcal{V}$ and depend on $z$ but not $\bar z$. Notable examples include bosons compactified on any self-dual Euclidean lattice, and the [[Monster CFT]]. | ||
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| + | ====Sources==== | ||
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| + | See [[http:// | ||
Last modified: 2026/10/24 21:27
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