Videos

Some results on the Lex-Plus-Power conjecture

Presenter
February 17, 2013
Keywords:
  • commutative algebra
  • noncommutative algebra
  • homological algebra
  • resolutions of modules
  • representation theory
  • regular sequences
  • Hilbert function
  • Betti table
MSC:
  • 18G35
  • 18G10
  • 18Gxx
  • 16Gxx
  • 18-xx
Abstract
A conjecture by Eisenbud, Green, and Harris states that for every homogeneous ideal I in S = K[x_1, ..., x_n] containing a homogeneous regular sequence f_1, ..., f_r of degrees d_1 1.