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Algebraic Geometry

Warwick algebraic geometers cover most of the subject, including: classification of varieties, surfaces and 3-folds, orbifold geometry, singularity theory, connections with number theory, tropical algebraic geometry, moduli spaces, graded rings and construction of varieties, structure of Gorenstein rings in codimension >= 4, representation theory, derived categories, K-theory.

Seminar activities are numerous and include a wide range from informal learning groups to more formal seminars.

Staff:

Graduate Students:

  • Alessandro Bigazzi
  • Francesco Broggi
  • Livia Campo
  • Alice Cuzzucoli
  • Vladimir Eremichev
  • Juan Garza-Ledesma
  • Xie Heng
  • Edwin Kutas
  • Sara Lamboglia
  • Sara Muhvić
  • Rosemary Taylor
  • Magdalena Zajaczkowska

Alumni

  • Florian Bouyer
  • Andrew Chan
  • Eduardo Dias
  • Tom Ducat
  • Karim El Haloui
  • Enrico Fatighenti
  • Simon Hampe
  • Seung-Jo Jung
  • Kuzma Khrabrov
  • Simon Markett
  • Felipe Rincón
  • Taro Sano
  • Michael Selig
  • Alan Thompson
  • Paolo Tripoli
  • Ian Vincent