Weil Conjectures Talks

Tags: #open/conjectures #todo #arithmetic-geometry/Weil-conjectures

To Review/2021-04-28_Weil_Conjectures_1 To Review/2021-04-28_Weil_Conjectures_2 To Review/2021-04-28_Weil_Conjectures_3 To Review/2021-04-28_Weil_Conjectures_4 To Review/2021-04-28_Weil_Conjectures_Talk

Remarks from Daniel:

  • Work out for \({\mathbf{P}}^n\) or \({\operatorname{Gr}}_{k, n} = \operatorname{GL}_n/P\) where \(P\) is the stabilizer of a \(k{\hbox{-}}\)point in \({\mathbf{C}}^n\) or \({ \mathbf{F} }_q\).
  • Harder examples: $E_{/ {k}} $ an elliptic curve
  • Show how to reduce to a hypersurface, not necessarily diagonal.
Links to this page
#open/conjectures #todo #arithmetic-geometry/Weil-conjectures