Andrej Zlatoš

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20022005

most citedOn Discrete Models of the Euler Equation

8 citations · 12 across the 9 of their papers we have counts for

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math-ph2002

Sparse Potentials With Fractional Hausdorff Dimension

Andrej Zlatos

We construct non-random bounded discrete half-line Schr\" odinger operators which have purely singular continuous spectral measures with fractional Hausdorff dimension (in some int…

math-ph2002

The Szego Condition for Coulomb Jacobi Matrices

Andrej Zlatos

A Jacobi matrix with $a_{n} \to 1$ , $b_{n} \to 0$ and spectral measure $ν^{'} (x) d x + d ν_{s in g} (x)$ satisfies the Szeg\H o condition if $\int_{0}^{π} ln [ν^{'} (2 cos θ)] d θ$ is finite.…