Jitomirskaya S., Landrigan M. — Zero-Dimensional Spectral Measures for Quasi-Periodic Operators with Analytic Potential
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Название: Zero-Dimensional Spectral Measures for Quasi-Periodic Operators with Analytic Potential
Авторы: Jitomirskaya S., Landrigan M.
Аннотация:
We prove that for quasiperiodic operators with potential V(n)=/lambda*f (/theta+a*n), f analytic, the spectral measures are zero-dimensional for /lambda large, any irrational a. It extends a result of Jitomirskaya and Last to the case of any analytic f.
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