Authors
Navjot Singh
Abstract
In this work the connection between curvature, the emergence of the universe, and the process of morphogenesis is investigated in detail. We have come a long way from general relativity using differential geometry, which describes the curvature of space-time as an emergent phenomena, to the more recent theory of loop quantum gravity using non-geometric objects such as holonomy, fluxes, spin, and knotting. However, these theories are still only a model for space-time curvature, i.e., they explain the coarse-grained description of the structure of space-time and how this can account for the scale-variant behaviour and its dynamics. In this work, I will use the term morphogenesis to describe the emergence of structure in space-time fabric. The different levels of scale of phenomena can be described by their fractal analogues.
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