Fractal zeta universe and cosmic-ray-charge-cloud superfluid

A unified theory of five interactions in a fractal, algorithmic- algebraic universe

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The trilogy 'Nucleosynthesis in thin layers', ‘Fractal zeta universe and cosmic-ray-charge- cloud superfluid’, ‘The sensitive balance’ describes a fractal zeta universe as a new unified theory of strong, weak, electromagnetic, gravitational, and dark interaction. ‘Fractal zeta universe and cosmic-ray-charge- cloud superfluid’ relates nontrivial zeros of the e.g. Riemann zeta function to charges, atmospheric clouds and cosmic rays. An oscillating quadrupolar-like potential near zeta function zeros is predicted as a stability region for several phenomena like the quantum Hall conductivity plateau, gravitational waves, sources of creation of matter and a cosmic-ray-charge-cloud superfluid. The large number hypothesis is demonstrated by self-similarity between the Millikan experiment and cosmic-ray cloud seeding. A number-theoretic treatment to the iterated regulator index enables a Lovelock-like expansion into five fields and their coupling constants. 'Nucleosynthesis in thin layers' unifies computer algorithms like a Mandelbrot zoom with algorithms in algebra (iterated hyperelliptic and elliptic theta functions and invariants) and number theory. The presented definition of a bi spinor defines a quantum statistics norm as a bicubic norm. Unified forces are time-thermal rotatory motions of quadrupolar potentials as tidal and dissipation less exchange processes. Fractal zeta universe and cosmic-ray-charge-cloud superfluid introduces quantized charges as regions near simple zeros of zeta functions.