skip to main | skip to sidebar

Index

Monday, November 1, 2010

Restriction morphism of the second kind

Sch.10
Posted by twin7819 at 9:15 AM

No comments:

Post a Comment

Newer Post Older Post Home
Subscribe to: Post Comments (Atom)

Blog Archive

  • ►  2011 (2)
    • ►  January (2)
  • ▼  2010 (107)
    • ►  December (23)
    • ▼  November (25)
      • Every module has a maximal submodule.
      • E(A/p) is p-primary
      • Injective embedding
      • UFD, irreducible elt review
      • gcd, lcm
      • UFD iff every prime of height 1 is principal, ACCP...
      • Nagata CM ring
      • Direct sum of CM modules may not be CM
      • Category of modules revisited
      • CM module definition
      • CM module & modding out by an ideal (A/I, I ∈ann(M))
      • Regular sequence and flat extension
      • n-th syzygy of projective resolution being projective
      • M^* -> M^***
      • Ass(Hom(M,N))=Supp(M)∩Ass(N)
      • Transitivity of inverse sheaf revisited, restricti...
      • \mathcal{F} \simeq (j_{*}\mathcal{F})|_{X}
      • Equivalence of categories (II)
      • Ringed spaces (or schemes) being a category
      • Bijection between Hom(V,W) and Hom_Speck(t(V),t(W)...
      • If W∈t(X), W is a generic point of t(W).
      • α map being closed
      • α(V) = the set of closed points in t(V)
      • Spec-k compatibility of the following morphisms
      • Restriction morphism of the second kind
    • ►  October (39)
    • ►  September (14)
    • ►  August (6)
  • ►  2009 (2)
    • ►  September (1)
    • ►  March (1)
  • ►  2008 (52)
    • ►  December (1)
    • ►  November (3)
    • ►  October (7)
    • ►  September (41)

About Me

My photo
twin7819
View my complete profile