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Название: On a "Structure Intermediate Between Quasiperiodic and Random"
Автор: Hof A.
Tiffs paper proves rigorously that the structure factor of the "structure intermediate between quasiperiodic and random" introduced by Aubry, Godreche, and Luck is purely singular continuous apart from a delta function at zero for "most" choices of the parameters. The result is based on a proof that a flow tinder a step function over an irrational circle rotation is weakly mixing for "most" parameters, and on the Wonderland Theorem.