Pages that link to "Item:Q351412"

The following pages link to Griess algebras generated by 3 Ising vectors of central \(2A\)-type (Q351412):

Displaying 8 items.

• Ising vectors and automorphism groups of commutant subalgebras related to root systems (Q870638) (← links)
• The VOAs generated by two Ising vectors \(e\) and \(f\) with \(\langle e, f \rangle = \frac{1}{2^8}, |\tau_e \tau_f| = 3\) or \(\langle e, f \rangle = \frac{3}{2^9}\) (Q2221994) (← links)
• Vertex operator algebras generated by Ising vectors of \(\sigma\)-type (Q2272956) (← links)
• Griess algebras generated by the Griess algebras of two \(3A\)-algebras with a common axis (Q2351868) (← links)
• Vertex operator algebras generated by two Ising vectors (Q2675078) (← links)
• 3-dimensional Griess Algebras and Miyamoto Involutions (Q5227559) (← links)
• 6-Transposition Property of  -Involutions of Vertex Operator Algebras (Q5428066) (← links)
• Ising Vectors in the Vertex Operator Algebra VΛ+ Associated with the Leech Lattice Λ (Q5443364) (← links)