Can I read Galilean $W_3$ algebra on EtoBox?

Galilean $W_3$ algebra by Radobolja, Gordan is a scholarly article available to read on EtoBox.

What is Galilean $W_3$ algebra about?

Galilean $W_3$ vertex operator algebra $\mathcal GW_3(c_L,c_M)$ is constructed as a universal enveloping vertex algebra of certain non-linear Lie conformal algebra. It is proved that this algebra is simple by using determinant formula of the vacuum module. Reducibility criterion for Verma modules is given, and the existence of subsingular vectors demonstrated. Free field realisation of $\mathcal GW_3(c_L,c_M)$ and its highest weight modules is obtained within a rank 4 lattice VOA.

Author

Radobolja, Gordan

Published

2021

Language

EN