Non-commutative resolutions for the discriminant of the complex reflection group g(m,p, 2)

HIGHLIGHTS

• who: Simon May from the University of Leeds, LT, Leeds, UK have published the research work: Non-Commutative Resolutions for the Discriminant of the Complex Reflection Group G(m,p, 2), in the Journal: (JOURNAL)
• what: The authors show that for the family of G = G(m p 2) appearing in the Shephard-Todd classification the endomorphism ring of the reduced arrangement A(G) is a non-commutative resolution for the coordinate ring of the discriminant of G. This furthers the work of Buchweitz Faber and Ingalls who showed that this result holds for any . . .
  

   

  

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