Cosmology, Oscillating Physics and Oscilllating Biology

TL;DR

This paper proposes that a time oscillating gravitational constant G can explain observed periodicities in galaxy distributions and biological fossil growth patterns, linking cosmological and biological phenomena.

Contribution

It introduces a model where oscillations in G account for regularities in both cosmological and biological data, suggesting a unified explanation for these periodicities.

Findings

Oscillating G explains galaxy distribution periodicity.

Oscillating G accounts for biological fossil growth cycles.

Model aligns with observed spatial and temporal regularities.

Abstract

According to recent reports there is an excess correlation and an apparent regularity in the galaxy one-dimensional polar distribution with a characteristic scale of 128 $h^{-1}$ Mpc. This aparent spatial periodicity can be naturally explained by a time oscillation of the gravitational constant $G$. On the other hand, periodic growth features of bivalve and coral fossiles appear to show a periodic component in the time dependence of the number of days per year. In this letter we show that a time oscillating gravitational constant with similar period and amplitude can explain such a feature.