• Aug 24, 2025 manifolds sheaves and cohomology springer studium local data are manageable via sheaves, understanding the global structure requires sheaf cohomology. It measures the obstructions to gluing local sections into global ones and captures subtle invariants of the underlying space. Key features include: Computation via derived funct By Tavares Cronin
• Mar 24, 2026 equivariant sheaves and functors r in the study of gauge theories, D-branes, and string compactifications. They help in understanding symmetry breaking and dualities. Derived Algebraic Geometry and Stacks The language of stacks, which generalize schemes, relies heavily on equivariant sheaves. They serve as the building block By Marisol Hirthe
