Pages that link to "Item:Q826465"

The following pages link to Automorphism groups of the holomorphic vertex operator algebras associated with Niemeier lattices and the \(-1\)-isometries (Q826465):

Displaying 12 items.

• Rank one lattice type vertex operator algebras and their automorphism groups (Q1271121) (← links)
• Automorphism groups and derivation algebras of finitely generated vertex operator algebras. (Q1396311) (← links)
• Holomorphic vertex operator algebras of small central charge (Q1884533) (← links)
• Fourvolutions and automorphism groups of orbifold lattice vertex operator algebras (Q2078249) (← links)
• On classification of conformal vectors in vertex operator algebra and the vertex algebra automorphism group (Q2285307) (← links)
• Automorphisms of Niemeier lattices for Miyamoto's \(\mathbb Z_3\)-orbifold construction (Q2349885) (← links)
• The automorphism group of the vertex operator algebra \(V_L^+\) for an even lattice \(L\) without roots (Q2386023) (← links)
• The rank-2 lattice-type vertex operator algebras \(V_L^+\) and their automorphism groups (Q2491072) (← links)
• On isomorphism problems for vertex operator algebras associated with even lattices (Q2845851) (← links)
• Rank 24 holomorphic vertex operator algebras (Q4880110) (← links)
• Automorphism groups and uniqueness of holomorphic vertex operator algebras of central charge 24 (Q6038443) (← links)
• Classification of unitary RCFTs with two primaries and central charge less than 25 (Q6110171) (← links)