Automorphic Forms and Vector Bundles¶
Mathematics, M. Automorphic Forms and Vector Bundles. HTML text.
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Domain-specific¶
- Sheaf of Modules
- The affine correspondence is special: it classifies quasi-coherent sheaves on an affine scheme, not every sheaf of modules on every ringed space.
This sourceThe ordinary smooth-vector-field module example is derived from pointwise scalar multiplication and the Stacks definition.
- The affine correspondence is special: it classifies quasi-coherent sheaves on an affine scheme, not every sheaf of modules on every ringed space.
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