This work explores vertex operator algebra modules and differential equations in 4D SCFTs with central charge a=c, suggesting insights into modular properties and gauge groups.
Key Points
Vertex operator algebras indicate relationships between modular properties and central charge in 4D SCFTs.
Central charge a=c is examined through the lens of super Yang-Mills theory, revealing significant structures.
Analysis utilizes differential equations to explore module characters and modular data in gauge group contexts.
Investigations of geometric interpretations highlight important connections in 4D mirror symmetry and modular algebra.