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In this paper we analyze the Dark Matter problem and the distribution ofmatter through two different approaches, which are linked by the possibilitythat the solution of these astronomical puzzles should be sought in the quantumimprinting of the Universe. The first approach is based on a cosmological modelformulated and developed in the last ten years by the first and third authorsof this paper; the so-called Archaic Universe. The second approach wasformulated by Rosen in 1933 by considering the Friedmann-Einstein equations asa simple one-dimensional dynamical system reducing the cosmological equationsin terms of a Schroedinger equation. As an example, the quantum memory incosmological dynamics could explain the apparently periodic structures of theUniverse while Archaic Universe shows how the quantum phase concernts not onlyan ancient era of the Universe, but quantum facets permeating the entireUniverse today.

Dark Universe and distribution of Matter as Quantum Imprinting: the Quantum Origin of Universe