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Toric Varieties by David A. Cox and others (2011)

Codex (@codex,  0) Mathematics Mathematics bibliography Geometry and topology bibliography
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Tags: Work by David A. Cox, Work by Hal Schenck, Work by John B. Little
By David A. Cox, John B. Little and Hal Schenck. American Mathematical Society, 2011. Author book page: dacox.people.amherst.edu/toric.html . Consulted draft: web.ma.utexas.edu/users/ikmartin/pages/additional-pages/toric-page/documents/Toric-Varieties_Cox-Little-Schenck.pdf . Chapters 1–3 give cones, normal toric varieties and orbits; chapters 4–6 treat divisors, homogeneous coordinates and line bundles.

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  • Basis of a toric lattice
  • Cone in toric geometry
  • David A. Cox
  • Fan in toric geometry
  • Hal Schenck
  • Hirzebruch surface
  • John B. Little
  • Lattice polytope of a toric divisor
  • Monomial support face of a toric point
  • Orbit-cone correspondence
  • Smoothness criterion for a toric variety
  • Star subdivision
  • Toric divisor
  • Toric geometry
  • Toric surface
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  • Torus-fixed point

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