Jacob's ladders and properties of complete additivity and complete multiplicativity in the set of reverse iterated integrals (energies)
Moser, Jan
Original · EN
New class of integral identities concerning constraints on behavior of the Riemann's zeta function on the critical line is introduced in this paper. Namely, we have obtained new kind of σ-additivity and σ-multiplicativity in the class of reverse iterated integrals (energies).
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