A soft local bound for triple product matrix coefficient integrals makes the implication 'subconvexity implies effective quantum unique ergodicity' hold uniformly for GL(2) forms in all spectral aspects.
A proof of K irillov's conjecture
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Soft bounds for local triple products and the subconvexity-QUE implication for $\mathrm{GL}_2$
A soft local bound for triple product matrix coefficient integrals makes the implication 'subconvexity implies effective quantum unique ergodicity' hold uniformly for GL(2) forms in all spectral aspects.