- In mathematics, the
pluricanonical ring of an
algebraic variety V (which is nonsingular), or of a
complex manifold, is the
graded ring R ( V , K ) = R...
- of
Iitaka fibrations and
pluricanonical systems of
polarized pairs. To
appear in Pub. Math IHES. C. Birkar, Anti-
pluricanonical systems on Fano varieties...
- The Riemann–Roch
theorem is an
important theorem in mathematics,
specifically in
complex analysis and
algebraic geometry, for the com****tion of the dimension...
- When N(M) is not empty, for m ∈ N ( M ) {\displaystyle m\in N(M)} m-
pluricanonical map Φ m K {\displaystyle \Phi _{mK}} is
defined as the map Φ m K : M...
- Department. In 2006, Siu
published a
proof of the
finite generation of the
pluricanonical ring. In 1993, Siu
received the
Stefan Bergman Prize of the American...
- MR 0190143, Zbl 0154.21001 Siu, Yum-Tong (2002), "Extension of
twisted pluricanonical sections with
plurisubharmonic weight and
invariance of semi-positively...
-
theorem Ein, Lawrence; Lazarsfeld,
Robert (1993), "Global
generation of
pluricanonical and
adjoint linear series on
smooth projective threefolds.", J. Amer...
- 4007/annals.2021.193.2.1. S2CID 119321649. Birkar,
Caucher (2019). "Anti-
pluricanonical systems on Fano varieties".
Annals of Mathematics. 190 (2): 345–463...
-
optimal L 2 {\displaystyle L^{2}}
extension and
applications to
twisted pluricanonical sheaves".
Mathematische Annalen. 377 (1–2): 675–722. doi:10.1007/s00208-018-1783-8...
- Lazarsfeld: Ein, Lawrence; Lazarsfeld,
Robert (1993). "Global
generation of
pluricanonical and
adjoint linear series on
smooth projective threefolds". J. Amer...
