Jacob's ladders and the nonlocal interaction of the function $Zt$ with the function $ ilde{Z}^2t$ on the distance $sim 1-cπt$ for a collection of disconnected sets - Mathematics > Classical Analysis and ODEsReportar como inadecuado




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Abstract: It is shown in this paper that there is a fine correlation of the third orderbetween the values of the functions $Z\vp 1t$ and $\tilde{Z}^2t$ whichcorresponds to two collections of disconnected sets. The corresponding newasymptotic formula cannot be obtained within known theories of Balasubramanian,Heath-Brown and Ivic.



Autor: Jan Moser

Fuente: https://arxiv.org/







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