Brauer group of moduli of parabolic symplectic bundles

Key Points

• The Brauer group is explored in the context of moduli and its impact on parabolic symplectic bundles.
• Key findings include an isomorphism between cohomology and the Brauer group for specific moduli.
• Investigation into special cases of vector bundles further illustrates the relevance of cohomological properties.
• Significant insights into the geometric structure may emerge from understanding this Brauer group relationship.