Jan Moser. Jacob's ladders and the asymptotic equivalence of some integrals

Natural Sciences / Mathematics / Calculus / Analysis

Submitted on: May 03, 2012, 00:59:22

Description: In this paper we continue the study of a new class of integrals containing the products of the factors $|zeta|^2$. Namely, we obtain asymptotic formulae for some class of integrals containing a product of polynomial in the variable $vp_1^{n+1}(t)$ and the factors of type $|zeta|^2$.

The Library of Congress (USA) reference page : http://lccn.loc.gov/cn2013300046.

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