Moduli stack of vector bundles: Difference between revisions

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Line 1: {{Short description\|Concept in algebraic geometry}} In algebraic geometry, the '''moduli stack of rank-''n'' vector bundles''' Vect<sub>''n''</sub> is the [[stack (mathematics)\|stack]] parametrizing [[vector bundle]]s (or [[locally free sheaf\|locally free sheaves]]) of rank ''n'' over some reasonable spaces. Line 17 ⟶ 18: == References == {{reflist}} *{{cite book \|last=Behrend \|first=Kai \|year=2002 \|chapter=Localization and Gromov-Witten Invariants \|title=Quantum Cohomology. Lecture Notes in Mathematics \|editor1-last=de Bartolomeis \|editor2-last=Dubrovin \|editor3-last=Reina ~~\|series=Lecture Notes in Mathematics~~ \|volume=1776 \|publisher=Springer \|___location=Berlin \|~~url=https://~~doi~~.org/~~=10.1007/978-3-540-45617-9_2 \|pages=~~3—38~~3–38\|isbn=978-3-540-43121-3 }} [[Category:Algebraic geometry]]▼ {{algebraic-geometry-stub}} ▲[[Category:Algebraic geometry]]