Physical Version of Singularity Resolution in the Observable Universe

TL;DR

This paper proposes a physical model where the universe's singularity is resolved through a continuous negative sea filling the universe, linking quantum measurement, classical probability, and holographic principles.

Contribution

It extends the subjective universe model by connecting singularity resolution with the continuity of the negative sea and observer's reference frame via holography and quantum-classical correspondence.

Findings

Singularity corresponds to the continuity of the negative sea.

Observer's choice relates to degrees of freedom on the horizon.

Continuity in nondeterministic computation links to universal grammar.

Abstract

Based on the equivalence of the two different types of measurement protocols and the asymmetry between the Schr\"odinger and Heisenberg pictures, it has been previously proposed that negative sea fills the universe as a nondeterministic computation - a time-reversal process of the irreversible computations presented since the big bang. The goal of this paper is to extend the proposed subjective universe model, i.e., the universe as a quantum measurement: Motivated by the relationship between quantum theory and classical probability theory with continuity, it is argued that the frame of reference of the observer may be identified with classical probability theory where its choice, along with big bang singularity, should correspond to the quantum observable. That is, the physical version of singularity resolution corresponds to the case, where big bang singularity is equivalent to the continuity of the negative sea, or aether, filling the universe as a frame of reference of the observer. Moreover, based on the holographic principle, we identify the choice of the observer with the degrees of freedom proportional to the Planck area on the horizon. We also discuss that the continuity or infinity present in every formal language of choice acceptable in nondeterministic computation may be associated with the universal grammar proposed by Chomsky in linguistics.