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MON: Monday Contributed Sessions

MON 23: Poster Session: Fundamental Aspects and Model Systems

MON 23.18: Poster

Montag, 8. September 2025, 18:30–20:30, ZHG Foyer 1. OG

Fractal Zeta Universe and Atoms — •Otto Ziep — 13089 Berlin — Independent Research

Fractal universes and atoms are assigned to k-components or stable orbiting laps of simplest cycles of elliptic invariants. Cosmological redshift, expansion of the universe, origin of cosmic rays, cosmic microwave background, quantum entanglement and the cosmological constant problem are resolvable easily by fractal universes of bifurcating spacetime. Quantum entanglement is explainable by a highly correlated pseudo-congruent k-component in bifurcating spacetime. A one-dimensional complex contour around nontrivial zeros of zeta and L- functions is capable to create a zero-energy universe- action functional. Gauge coupling parameter fit into Gaussian periods of fixpoints. Many experiments in natural history support a fractal zeta universe.

[1] O. Ziep, A quantum entangled fractal superfluid universe, Journal of High Energy Physics, Gravitation and Cosmology, vol. 11, 3, (2025)

[2] O. Ziep, Fractal Universe and Atoms, Scholars Journal of Physics, Mathematics and Statistics, Vol.12, No. 4 (2025)

[3] O. Ziep, Cosmic Rays, Aerosol-Photosynthesis and Vegetational Air Ions, Manuscript in preparation, 2025

Keywords: Fractal Universe; Atomic Universe; Feigenbaum Renormalization; Spacetime Curvature; Charge Definition