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• Tags
  • #AG
• Refs:
  • Vector bundles on Complex Projective Spaces, by Okonek Schneider Spindler
    • McKernan’s course on this book #resources/full-courses
      • Lecture 1\
      • Lecture 2\
      • Lecture 3\
      • Lecture 4\
      • Lecture 5\
      • Lecture 6\
      • Lecture 7\
      • Lecture 8\
      • Lecture 9\
      • Lecture 10\
      • Lecture 11\
      • Lecture 12\
      • Lecture 13\
      • Lecture 14\
      • Lecture 15\
      • Lecture 16\
      • Lecture 17
  • Lectures on birational geometry: https://www.dpmms.cam.ac.uk/~cb496/birgeom-paris-public.pdf#page=3 #resources/notes
  • Slides from McKernan: https://mathweb.ucsd.edu/~jmckerna/Talks/mmp.pdf#page=1 #resources/talks
  • Some video lectures #resources/videos
    • Lecture 1\
    • Lecture 2\
    • Lecture 3\
    • Lecture 4\
    • Lecture 5\
    • Lecture 6\
    • Lecture 7
  • Notes on cohomology: https://people.math.harvard.edu/~mpopa/571/ #resources/notes
  • Kodaira dimension: https://people.math.harvard.edu/~mpopa/483-3/notes.pdf #resources/notes
  • McKernan’s UCSD lectures, Mori's program and higher dimensional geometry #resources/full-courses
    • Lecture 1\
    • Lecture 2\
    • Lecture 3\
    • Lecture 4\
    • Lecture 5\
    • Lecture 6\
    • Lecture 7\
    • Lecture 8\
    • Lecture 9\
    • Lecture 10\
    • Lecture 11\
    • Lecture 12\
    • Lecture 13\
    • Lecture 14\
    • Lecture 15\
    • Lecture 16\
    • Lecture 17
• Links:
  • 001 Resources References in Algebraic Geometry
  • complex algebraic geometry
  • blowup
  • MMP
  • minimal model
  • Mori fiber space
  • klt
  • extremal contraction
  • flips

birational geometry

Idea: a birational morphism between schemes is a morphism that becomes an isomorphism after restricted to some open dense subset.

Invariants