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  1. Frontiers of Mathematics in China
  2. Frontiers of Mathematics in China : Volume 6
  3. Frontiers of Mathematics in China : Volume 6, Issue 1, January 2011
  4. A Noether type inequality
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Frontiers of Mathematics in China : Volume 12
Frontiers of Mathematics in China : Volume 11
Frontiers of Mathematics in China : Volume 10
Frontiers of Mathematics in China : Volume 9
Frontiers of Mathematics in China : Volume 8
Frontiers of Mathematics in China : Volume 7
Frontiers of Mathematics in China : Volume 6
Frontiers of Mathematics in China : Volume 6, Issue 6, December 2011
Frontiers of Mathematics in China : Volume 6, Issue 5, October 2011
Frontiers of Mathematics in China : Volume 6, Issue 4, August 2011
Frontiers of Mathematics in China : Volume 6, Issue 3, June 2011
Frontiers of Mathematics in China : Volume 6, Issue 2, April 2011
Frontiers of Mathematics in China : Volume 6, Issue 1, January 2011
Recognition by noncommuting graph of finite simple groups L $_{4}$(q)
Numerical methods for backward Markov chain driven Black-Scholes option pricing
A quadrangle comparison theorem and its application to soul theory for Alexandrov spaces
Oscillatory integrals on unit square along surfaces
Restricted Lie algebras all whose elements are semisimple
On symmetric λ-configurations with small λ
Proximal alternating direction-based contraction methods for separable linearly constrained convex optimization
Quantum superdeterminants for OSP$_{q}$(1-2n)
Pathwise uniqueness of multi-dimensional stochastic differential equations with Hölder diffusion coefficients
Stability of almost submetries
A Noether type inequality
Weakly s-semipermutable subgroups of finite groups
Sharp a posteriori error estimate for elliptic equation with singular data
Frontiers of Mathematics in China : Volume 5
Frontiers of Mathematics in China : Volume 4
Frontiers of Mathematics in China : Volume 3
Frontiers of Mathematics in China : Volume 2
Frontiers of Mathematics in China : Volume 1

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NOETHER INEQUALITY FOR A NEF AND BIG DIVISOR On A Surface (2008)

A Noether type inequality

Content Provider Springer Nature Link
Author Sun, Hao
Copyright Year 2010
Abstract This paper gives a Noether type inequality of a minimal Gorenstein 3-fold of general type whose canonical map is generically finite.
Starting Page 155
Ending Page 159
Page Count 5
File Format PDF
ISSN 16733452
Journal Frontiers of Mathematics in China
Volume Number 6
Issue Number 1
e-ISSN 16733576
Language English
Publisher SP Higher Education Press
Publisher Date 2010-12-01
Publisher Institution Chinese Universities
Publisher Place Heidelberg
Access Restriction Subscribed
Subject Keyword Noether inequality surface 3-fold divisor $3$-folds Mathematics
Content Type Text
Resource Type Article
Subject Mathematics
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