Demailly J. Analytic Methods in Algebraic Geometry[C]., 2011.
2
Siu Y. A General Non-Vanishing Theorem and an Analytic Proof of the Finite Generation of the Canonical Ring[C]., 2006.
3
Varolin D. A Takayama-type extension theorem[J]. Compositio Mathematica, 2006, 144(02): 522-540.
4
Jeanpierre Demailly · Christopher D Hacon · Mihai Paun. Extension theorems, Non-vanishing and the existence of good minimal models. 2010.
5
Paun M. Relative critical exponents, non-vanishing and metrics with minimal singularities[J]. Inventiones Mathematicae, 2008, 187(1): 195-258.
6
Siu Y. Finite Generation of Canonical Ring by Analytic Method[J]. Science China-mathematics, 2008, 51(4): 481-502.
7
Guan Q, Zhou X. A solution of an $L^{2}$ extension problem with optimal estimate and applications[J]. Annals of Mathematics, 2013, 181(3): 1139-1208.
8
Pacienza G. On the uniformity of the Iitaka fibration[J]. Mathematical Research Letters, 2007, 16(4): 663-682.
9
Demailly J. Kähler manifolds and transcendental techniques in algebraic geometry[C]., 2006: 153-186.
10
Kim D. L^2 extension of adjoint line bundle sections@@@Extension L^2 des sections du fibré en droite ajdoint[J]. Annales de l\u0027Institut Fourier, 2010, 60(4): 1435-1477.
In this article our main goal is to establish an L2 version of the twisted invariance of plurigenera. We equally simplify the original “two towers” approach of Yum-Tong Siu.