Open Issues in the Dark Universe and the Cosmological Constant Problem

A special issue of Universe (ISSN 2218-1997). This special issue belongs to the section "Cosmology".

Deadline for manuscript submissions: closed (30 June 2023) | Viewed by 1612

Special Issue Editor

Special Issue Information

Dear Colleagues,

The two main “standard models” that describe particle physics and cosmology appear to be in tension due to several aspects. Among all, the cosmological constant problem appears particularly hard to fix: quantum field theory predicts vacuum energy, whose (constant) value disagrees with cosmological observations. However, the universe sped up can be simply explained through either the six-parameter minimal ΛCDM model (that adopts some sort of “bare cosmological constant”, which is compatible with observations) or dark energy scenarios (spanning from barotropic fluids to alternatives to Einstein’s theory of gravity). In all these cases, strong discrepancies between quantum expectations and cosmic observations have been severely found, leading to a huge challenge: if the ΛCDM model is not the final paradigm, which extensions or modifications are expected to better reproduce cosmic data and, at the same time, to remove the “weight” of a vacuum, namely, the cosmological constant?

Quite surprisingly, recent Planck observations confirm the ΛCDM scenario with suitable accuracy, although the presence of cosmological tensions (e.g., on H0 and s0) and evidence in favor of the Starobinsky inflationary potential, may suggest that more complicated paradigms can be invoked. What is currently more accepted is that a self-consistent final paradigm that describes the universe and includes the standard model of particle physics has not been developed yet, leaving late-time acceleration, inflation, reheating, baryogenesis, etc., which are all different and very distinct phases, that are, therefore, not unified under a single Lagrangian description.

The main purpose of this Special Issue is to expand on the idea of “dark cosmology”, inviting efforts that try to unify those scenarios to solve the cosmological constant problem and reconcile early with late times. Thus, we embrace a wide number of proposals based on phenomenological dark energy constructions, modified and extended gravity theories, effective field theory approaches, and so on. In this respect, we strongly encourage both theoretical and observational works and we welcome manuscripts based on the interplay between theory and experiments in subjects such as field theories, dark energy, dark matter, early time cosmology, late time cosmology, quantum cosmology, quantum aspects of gravity, extended and modified theories of gravity, etc.

You may choose our Joint Special Issue in Galaxies.  

Dr. Orlando Luongo
Guest Editor

Manuscript Submission Information

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Keywords

  • dark energy
  • dark matter
  • inflation
  • cosmological constant
  • baryogenesis
  • leptogenesis
  • nucleosynthesis
  • Big Bang

Published Papers (1 paper)

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13 pages, 2511 KiB  
Article
Spacetime as a Complex Network and the Cosmological Constant Problem
by Alexander Nesterov
Universe 2023, 9(6), 266; https://doi.org/10.3390/universe9060266 - 02 Jun 2023
Cited by 1 | Viewed by 1187
Abstract
We propose a promising model of discrete spacetime based on nonassociative geometry and complex networks. Our approach treats space as a simplicial 3-complex (or complex network), built from “atoms” of spacetime and entangled states forming n-dimensional simplices ( [...] Read more.
We propose a promising model of discrete spacetime based on nonassociative geometry and complex networks. Our approach treats space as a simplicial 3-complex (or complex network), built from “atoms” of spacetime and entangled states forming n-dimensional simplices (n=1,2,3). At large scales, a highly connected network is a coarse, discrete representation of a smooth spacetime. We show that, for high temperatures, the network describes disconnected discrete space. At the Planck temperature, the system experiences phase transition, and for low temperatures, the space becomes a triangulated discrete space. We show that the cosmological constant depends on the Universe’s topology. The “foamy” structure, analogous to Wheeler’s “spacetime foam”, significantly contributes to the effective cosmological constant, which is determined by the Euler characteristic of the Universe. Full article
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