VertexAlgebra

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Contents

• Universal affine C2 context
• Lattice generating fields and conformal data
• Fibonacci atomic relations and rank-three Monster-candidate character carry
• Monstrous moonshine and denominators
• Monster selection from mixed involution defects
• Heisenberg vertex algebra
• Monster vertex operator algebra
• Monster local completion and cubic response: primary-source record
• Actual Griess algebra and Moonshine automorphism groups
• Modularity of vertex tensor categories
• Verlinde theorem for vertex operator algebras
• Vertex algebras for beginners
• Bosonic Sugawara formalization
• C2 filtration and Poisson quotient context
• Polynomial Fock deformation conventions
• Binary repetition-code short supports
• Divided derivatives in the polynomial Fock representation
• Local fields and reconstruction
• Atomic relations, rank-three defects and fixed-point completions