Skip to main content
MathOverflow

Return to Question

spelling, formatting
Source Link
Ben McKay
Ben McKay
  • 26.3k
  • 7
  • 67
  • 102

The uniform position theorem says that the points of a general hyperplane section of an irreducible curve lie in uniform position. Doesn't that impyimply that the points of a general subspace of codimension k$k$ of an irreducible variety of dimension k$k$ lie in uniform position?

The uniform position theorem says that the points of a general hyperplane section of an irreducible curve lie in uniform position. Doesn't that impy that the points of a general subspace of codimension k of an irreducible variety of dimension k lie in uniform position?

The uniform position theorem says that the points of a general hyperplane section of an irreducible curve lie in uniform position. Doesn't that imply that the points of a general subspace of codimension $k$ of an irreducible variety of dimension $k$ lie in uniform position?

Source Link
user46071
user46071
  • 325
  • 1
  • 6

Uniform position principle

The uniform position theorem says that the points of a general hyperplane section of an irreducible curve lie in uniform position. Doesn't that impy that the points of a general subspace of codimension k of an irreducible variety of dimension k lie in uniform position?