the cosmic cone universe

Description / Abstract: This publication introduces the Spinacci Cosmology, a geometric and scale-invariant model of cosmic expansion that extends the conceptual framework established by the Light-Space-Time Sphere (LRZK) and the Cosmically Universal Meta-Operators (KUM). The theory replaces inflation and dark energy with a phyllotactic, number-based modulation of the cosmological scale factor, describing the universe as a spiral-structured "Zapfen Universe" whose expansion follows a universal resonance law. At the core of the model is the Spinacci scale factor Code a(t) = a_0 * t^alpha * exp( beta * ln(phi) * Theta(t) ) which combines classical power-law expansion with a multiplicative spiral modulation. The function Theta(t) acts as a windings counter, translating cosmic time into a sequence of discrete or continuous spiral phases. Each cosmological epoch corresponds to a winding of the global structure, producing a phyllotactic pattern analogous to natural spiral systems. The Spinacci Cosmology is fully compatible with the LRZK framework. - The LRZK provides the local, field-dependent time-volume geometry. - The KUM and the meta-operator M determine the effective physical constants Q_eff within each local subfield. - The Spinacci model describes the large-scale, global form of this field-dependent evolution as a spiral expansion. The theory yields several testable predictions: - logarithmic-spiral modulations in the CMB power spectrum, - phyllotactic scale ratios in the large-scale structure of the universe, - supernova luminosity-distance deviations without invoking dark energy, - resonance-based shifts in primordial element abundances. The Spinacci Cosmology provides a unified, geometric interpretation of cosmic expansion, integrating field dependence, scale invariance, and resonance phenomena into a coherent framework. It complements the LRZK and KUM by offering a global description of the universe's spiral-structured evolution. Keywords: Spinacci Cosmology, Zapfen Universe, Spiral Expansion, Phyllotaxis, LRZK, KUM, Meta-Operator M, Q_eff, Field-Dependent Geometry, Scale Invariance, Cosmological Expansion, Resonance Phenomena, Time-Volume Geometry