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The way to the Big Bang

Victor Berezin, Inna Ivanova, Anastasia Kuprina

TL;DR

This paper advances a conformally invariant, phenomenological approach to cosmological particle production from vacuum fluctuations, using induced gravity and an ideal-fluid action to address back-reaction. By reformulating the dynamics in conformal variables, it shows that particle creation cannot occur from classical vacua and must originate from a quantum vacuum at $a=0$, with the transition surface being light-like. The authors classify vacua, derive matching conditions across phase transitions, and introduce gravitating mirages $F_1(x)\varphi^4$ that can mimic dark matter, arguing that the Big Bang can be viewed as a detonation wave propagating through quantum vacuum at light speed in an open universe ($k=0$ or $-1$). The framework yields explicit forms for the production functions $F$ and $F_1$ and presents a self-consistent picture in which cosmological particle creation is tied to conformal invariance and back-reaction effects, with potential observational implications. Overall, the work provides a novel mechanism for early-Universe particle production on a light-like hypersurface and highlights open-Universe dynamics as essential to the proposed scenario.

Abstract

We propose conformal invariance as a fundamental symmetry governing cosmological particle creation from vacuum fluctuations, employing a phenomenological approach with an ideal fluid action to address the long-standing back-reaction problem. We demonstrate that particle production cannot emerge from classical vacua but must originate from a quantum vacuum at zero scale factor, with the transition surface constituting a light-like rather than space-like hypersurface. This implies that particles are created on the light cone and remain causally connected, with their apparent simultaneity being illusory. Our model requires an open Universe ($k=0, -1$) and reconceptualizes the Big Bang as a detonation wave propagating through quantum vacuum at the speed of light.

The way to the Big Bang

TL;DR

This paper advances a conformally invariant, phenomenological approach to cosmological particle production from vacuum fluctuations, using induced gravity and an ideal-fluid action to address back-reaction. By reformulating the dynamics in conformal variables, it shows that particle creation cannot occur from classical vacua and must originate from a quantum vacuum at , with the transition surface being light-like. The authors classify vacua, derive matching conditions across phase transitions, and introduce gravitating mirages that can mimic dark matter, arguing that the Big Bang can be viewed as a detonation wave propagating through quantum vacuum at light speed in an open universe ( or ). The framework yields explicit forms for the production functions and and presents a self-consistent picture in which cosmological particle creation is tied to conformal invariance and back-reaction effects, with potential observational implications. Overall, the work provides a novel mechanism for early-Universe particle production on a light-like hypersurface and highlights open-Universe dynamics as essential to the proposed scenario.

Abstract

We propose conformal invariance as a fundamental symmetry governing cosmological particle creation from vacuum fluctuations, employing a phenomenological approach with an ideal fluid action to address the long-standing back-reaction problem. We demonstrate that particle production cannot emerge from classical vacua but must originate from a quantum vacuum at zero scale factor, with the transition surface constituting a light-like rather than space-like hypersurface. This implies that particles are created on the light cone and remain causally connected, with their apparent simultaneity being illusory. Our model requires an open Universe () and reconceptualizes the Big Bang as a detonation wave propagating through quantum vacuum at the speed of light.
Paper Structure (7 sections, 81 equations, 1 figure, 1 table)

This paper contains 7 sections, 81 equations, 1 figure, 1 table.

Figures (1)

  • Figure 1: Diagram of the cosmological model.