PLURICANONICAL SYSTEMS ON PROJECTIVE VARIETIES OF GENERAL TYPE

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On pluricanonical systems of algebraic varieties of general type (2008, background): “According to Hacon-Mckernan [10], Takayama [19] and Tsuji [20], one knows λn +∞.”
Effectivity of Iitaka fibrations and pluricanonical systems of polarized pairs (2014, unknown): “2: • when dim W = 2 [12], • when κ(W) = 1 [7], • when W is of general type [8, 21] (see also [23]),”
Explicit birational geometry of threefolds of general type (2007, background): “Notice that a recent remarkable result of Hacon and McKernan [15], Takayama [29] and Tsuji [31] implies the affirmative answer to both Problems.”
On the birational automorphisms of varieties of general type (2010, methodology): “The first step uses some ideas of Tsuji that are used to prove some fixed multiple of KX defines a birational map for a variety X of general type; see [28], [15] and [27].”
Bergman kernels and the pseudoeffectivity of relative canonical bundles (2007, methodology): “A similar result has been announced by H. Tsuji in [31] and [31b].”