Claim 4.1.1 . [027T]

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Claim 4.1.1.

There are a positive integer $a$ and a finitely generated lattice $\mathscr{H}$ of $H^{0}(X,L^{\otimes a})$ such that

\|\raisebox{1.72218pt}{.}\|_{h^{a}}\leq\|\raisebox{1.72218pt}{.}\|_{\mathscr{H}}\leq e^{a\epsilon/2}\|\raisebox{1.72218pt}{.}\|_{h^{a}}.