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Alexey Ustinov
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Oscillations of $\theta(x)-x$, for the Chebyshev $\theta$ function

Is anything known about the relative "periodicity" of the oscillations of $\theta(x)-x$, that is, how frequent, in general terms, are the sign changes? Here, $\theta(x)$ is the Chebyshev $\theta$. If something is known, could you provide the reference to this?

EGME
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