CPTM Discrete Symmetry, Quantum Wormholes and Cosmological Constant Problem
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A Unifying Theory of Dark Energy and Dark Matter: Negative Masses and Matter Creation Within a Modified ΛCDM Framework J
Astronomy & Astrophysics manuscript no. theory_dark_universe_arxiv c ESO 2018 November 5, 2018 A unifying theory of dark energy and dark matter: Negative masses and matter creation within a modified ΛCDM framework J. S. Farnes1; 2 1 Oxford e-Research Centre (OeRC), Department of Engineering Science, University of Oxford, Oxford, OX1 3QG, UK. e-mail: [email protected]? 2 Department of Astrophysics/IMAPP, Radboud University, PO Box 9010, NL-6500 GL Nijmegen, the Netherlands. Received February 23, 2018 ABSTRACT Dark energy and dark matter constitute 95% of the observable Universe. Yet the physical nature of these two phenomena remains a mystery. Einstein suggested a long-forgotten solution: gravitationally repulsive negative masses, which drive cosmic expansion and cannot coalesce into light-emitting structures. However, contemporary cosmological results are derived upon the reasonable assumption that the Universe only contains positive masses. By reconsidering this assumption, I have constructed a toy model which suggests that both dark phenomena can be unified into a single negative mass fluid. The model is a modified ΛCDM cosmology, and indicates that continuously-created negative masses can resemble the cosmological constant and can flatten the rotation curves of galaxies. The model leads to a cyclic universe with a time-variable Hubble parameter, potentially providing compatibility with the current tension that is emerging in cosmological measurements. In the first three-dimensional N-body simulations of negative mass matter in the scientific literature, this exotic material naturally forms haloes around galaxies that extend to several galactic radii. These haloes are not cuspy. The proposed cosmological model is therefore able to predict the observed distribution of dark matter in galaxies from first principles. -
Arxiv:Hep-Ph/9912247V1 6 Dec 1999 MGNTV COSMOLOGY IMAGINATIVE Abstract
IMAGINATIVE COSMOLOGY ROBERT H. BRANDENBERGER Physics Department, Brown University Providence, RI, 02912, USA AND JOAO˜ MAGUEIJO Theoretical Physics, The Blackett Laboratory, Imperial College Prince Consort Road, London SW7 2BZ, UK Abstract. We review1 a few off-the-beaten-track ideas in cosmology. They solve a variety of fundamental problems; also they are fun. We start with a description of non-singular dilaton cosmology. In these scenarios gravity is modified so that the Universe does not have a singular birth. We then present a variety of ideas mixing string theory and cosmology. These solve the cosmological problems usually solved by inflation, and furthermore shed light upon the issue of the number of dimensions of our Universe. We finally review several aspects of the varying speed of light theory. We show how the horizon, flatness, and cosmological constant problems may be solved in this scenario. We finally present a possible experimental test for a realization of this theory: a test in which the Supernovae results are to be combined with recent evidence for redshift dependence in the fine structure constant. arXiv:hep-ph/9912247v1 6 Dec 1999 1. Introduction In spite of their unprecedented success at providing causal theories for the origin of structure, our current models of the very early Universe, in partic- ular models of inflation and cosmic defect theories, leave several important issues unresolved and face crucial problems (see [1] for a more detailed dis- cussion). The purpose of this chapter is to present some imaginative and 1Brown preprint BROWN-HET-1198, invited lectures at the International School on Cosmology, Kish Island, Iran, Jan. -
Engineering the Quantum Foam
Engineering the Quantum Foam Reginald T. Cahill School of Chemistry, Physics and Earth Sciences, Flinders University, GPO Box 2100, Adelaide 5001, Australia [email protected] _____________________________________________________ ABSTRACT In 1990 Alcubierre, within the General Relativity model for space-time, proposed a scenario for ‘warp drive’ faster than light travel, in which objects would achieve such speeds by actually being stationary within a bubble of space which itself was moving through space, the idea being that the speed of the bubble was not itself limited by the speed of light. However that scenario required exotic matter to stabilise the boundary of the bubble. Here that proposal is re-examined within the context of the new modelling of space in which space is a quantum system, viz a quantum foam, with on-going classicalisation. This model has lead to the resolution of a number of longstanding problems, including a dynamical explanation for the so-called `dark matter’ effect. It has also given the first evidence of quantum gravity effects, as experimental data has shown that a new dimensionless constant characterising the self-interaction of space is the fine structure constant. The studies here begin the task of examining to what extent the new spatial self-interaction dynamics can play a role in stabilising the boundary without exotic matter, and whether the boundary stabilisation dynamics can be engineered; this would amount to quantum gravity engineering. 1 Introduction The modelling of space within physics has been an enormously challenging task dating back in the modern era to Galileo, mainly because it has proven very difficult, both conceptually and experimentally, to get a ‘handle’ on the phenomenon of space. -
Can Mass Be Negative?
Can Mass Be Negative? Vladik Kreinovich1 and Sergei Soloviev2 1Department of Computer Science University of Texas at El Paso El Paso, TX 7996058, USA [email protected] 2Institut de Recherche en Informatique de Toulouse (IRIT) IRIT, porte 426 118 route de Narbonne 31062 Toulouse cedex 4, France [email protected] Abstract Overcoming the force of gravity is an important part of space travel and a significant obstacle preventing many seemingly reasonable space travel schemes to become practical. Science fiction writers like to imagine materials that may help to make space travel easier. Negative mass { supposedly causing anti-gravity { is one of the popular ideas in this regard. But can mass be negative? In this paper, we show that negative masses are not possible { their existence would enable us to create energy out of nothing, which contradicts to the energy conservation law. 1 Formulation of the Problem Overcoming the force of gravity is an important part of space travel and a significant obstacle preventing many seemingly reasonable space travel schemes to become practical. Science fiction writers like to imagine materials that may help to make space travel easier. Negative mass { supposedly causing anti- gravity { is one of the popular ideas in this regard. But can mass be negative? 2 Reminder: There Are Different Types of Masses To properly answer the question of whether negative masses are possible, it is important to take into account that there are, in principle, three types of masses: 1 • inertial mass mI that describes how an object reacts to a force F : the object's acceleration a is determined by Newton's law mI · a = F ; and • active and passive gravitational mass mA and mP : gravitation force ex- erted by Object 1 with active mass m on Object 2 with passive mass m · m A1 m is equal to F = G · A1 P 2 ; where r is the distance between the P 2 r2 two objects; see, e.g., [1, 3]. -
A Different Derivation of the Calogero Conjecture
1 A Different Derivation of the Calogero Conjecture Ioannis Iraklis Haranas Physics and Astronomy Department York University 314 A Petrie Science Building Toronto – Ontario CANADA E mail: [email protected] Abstract: In a study by F. Calogero [1] entitled “ Cosmic origin of quantization” an expression was derived for the variability of h with time, and its consequences if any, of such an idea in cosmology were examined. In this paper we will offer a different derivation of the Calogero conjecture based on a postulate concerning a variable speed of light, [2] in conjuction with Weinberg’s relationship for the mass of an elementary particle. Introduction: Recently, Calogero studied and reconsidered the “ universal background noise which according to Nelsons’s stohastic mechanics [3,4,5] is the basis for the quantum behaviour. The position that Calogero took was that there might be a physical origin for this noise. He immediately pointed his attention to the gravitational interactions with the distant masses in the universe. Therefore, he argued for the case that Planck’s constant can be given by the following expression: 1/ 2 h ≈α G1/ 2m3/ 2[]R(t) (1) where α is a numerical constant = 1, G is the Newtonian gravitational constant, m is the mass of the hydrogen atom which is considered as the basic mass unit in the universe, and finally R(t) represents the radius of the universe or alternatively: “part of the universe which is accessible to gravitational interactions at time t.” [6]. We can obtain a rough estimate of the value of h if we just take into account that R(t) is the radius of the -28 universe evaluated at the present time t0 ie. -
Table of Contents (Print)
PERIODICALS PHYSICAL REVIEW D Postmaster send address changes to: For editorial and subscription correspondence, American Institute of Physics please see inside front cover Suite 1NO1 „ISSN: 0556-2821… 2 Huntington Quadrangle Melville, NY 11747-4502 THIRD SERIES, VOLUME 66, NUMBER 4 CONTENTS 15 AUGUST 2002 RAPID COMMUNICATIONS Density of cold dark matter (5 pages) ................................................... 041301͑R͒ Alessandro Melchiorri and Joseph Silk Shape of a small universe: Signatures in the cosmic microwave background (4 pages) . 041302͑R͒ R. Bowen and P. G. Ferreira Nonlinear r-modes in neutron stars: Instability of an unstable mode (5 pages) . 041303͑R͒ Philip Gressman, Lap-Ming Lin, Wai-Mo Suen, N. Stergioulas, and John L. Friedman Convergence and stability in numerical relativity (4 pages) . 041501͑R͒ Gioel Calabrese, Jorge Pullin, Olivier Sarbach, and Manuel Tiglio Stabilizing textures with magnetic ®elds (5 pages) . 041701͑R͒ R. S. Ward Friction in in¯aton equations of motion (5 pages) . 041702͑R͒ Ian D. Lawrie Singularity threshold of the nonlinear sigma model using 3D adaptive mesh re®nement (5 pages) . 041703͑R͒ Steven L. Liebling ARTICLES Neutrino damping rate at ®nite temperature and density (11 pages) . 043001 Eduardo S. Tututi, Manuel Torres, and Juan Carlos D'Olivo Numerical and analytical predictions for the large-scale Sunyaev-Zel'dovich effect (13 pages) . 043002 Alexandre Refregier and Romain Teyssier In¯ation, cold dark matter, and the central density problem (12 pages) . 043003 Andrew R. Zentner and James S. Bullock Size of the smallest scales in cosmic string networks (4 pages) . 043501 Xavier Siemens, Ken D. Olum, and Alexander Vilenkin Semiclassical force for electroweak baryogenesis: Three-dimensional derivation (9 pages) . -
Negative Matter, Repulsion Force, Dark Matter, Phantom And
Negative Matter, Repulsion Force, Dark Matter, Phantom and Theoretical Test Their Relations with Inflation Cosmos and Higgs Mechanism Yi-Fang Chang Department of Physics, Yunnan University, Kunming, 650091, China (e-mail: [email protected]) Abstract: First, dark matter is introduced. Next, the Dirac negative energy state is rediscussed. It is a negative matter with some new characteristics, which are mainly the gravitation each other, but the repulsion with all positive matter. Such the positive and negative matters are two regions of topological separation in general case, and the negative matter is invisible. It is the simplest candidate of dark matter, and can explain some characteristics of the dark matter and dark energy. Recent phantom on dark energy is namely a negative matter. We propose that in quantum fluctuations the positive matter and negative matter are created at the same time, and derive an inflation cosmos, which is created from nothing. The Higgs mechanism is possibly a product of positive and negative matter. Based on a basic axiom and the two foundational principles of the negative matter, we research its predictions and possible theoretical tests, in particular, the season effect. The negative matter should be a necessary development of Dirac theory. Finally, we propose the three basic laws of the negative matter. The existence of four matters on positive, opposite, and negative, negative-opposite particles will form the most perfect symmetrical world. Key words: dark matter, negative matter, dark energy, phantom, repulsive force, test, Dirac sea, inflation cosmos, Higgs mechanism. 1. Introduction The speed of an object surrounded a galaxy is measured, which can estimate mass of the galaxy. -
Variable Planck's Constant
Variable Planck’s Constant: Treated As A Dynamical Field And Path Integral Rand Dannenberg Ventura College, Physics and Astronomy Department, Ventura CA [email protected] [email protected] January 28, 2021 Abstract. The constant ħ is elevated to a dynamical field, coupling to other fields, and itself, through the Lagrangian density derivative terms. The spatial and temporal dependence of ħ falls directly out of the field equations themselves. Three solutions are found: a free field with a tadpole term; a standing-wave non-propagating mode; a non-oscillating non-propagating mode. The first two could be quantized. The third corresponds to a zero-momentum classical field that naturally decays spatially to a constant with no ad-hoc terms added to the Lagrangian. An attempt is made to calibrate the constants in the third solution based on experimental data. The three fields are referred to as actons. It is tentatively concluded that the acton origin coincides with a massive body, or point of infinite density, though is not mass dependent. An expression for the positional dependence of Planck’s constant is derived from a field theory in this work that matches in functional form that of one derived from considerations of Local Position Invariance violation in GR in another paper by this author. Astrophysical and Cosmological interpretations are provided. A derivation is shown for how the integrand in the path integral exponent becomes Lc/ħ(r), where Lc is the classical action. The path that makes stationary the integral in the exponent is termed the “dominant” path, and deviates from the classical path systematically due to the position dependence of ħ. -
Variable Planck's Constant
Preprints (www.preprints.org) | NOT PEER-REVIEWED | Posted: 29 January 2021 doi:10.20944/preprints202101.0612.v1 Variable Planck’s Constant: Treated As A Dynamical Field And Path Integral Rand Dannenberg Ventura College, Physics and Astronomy Department, Ventura CA [email protected] Abstract. The constant ħ is elevated to a dynamical field, coupling to other fields, and itself, through the Lagrangian density derivative terms. The spatial and temporal dependence of ħ falls directly out of the field equations themselves. Three solutions are found: a free field with a tadpole term; a standing-wave non-propagating mode; a non-oscillating non-propagating mode. The first two could be quantized. The third corresponds to a zero-momentum classical field that naturally decays spatially to a constant with no ad-hoc terms added to the Lagrangian. An attempt is made to calibrate the constants in the third solution based on experimental data. The three fields are referred to as actons. It is tentatively concluded that the acton origin coincides with a massive body, or point of infinite density, though is not mass dependent. An expression for the positional dependence of Planck’s constant is derived from a field theory in this work that matches in functional form that of one derived from considerations of Local Position Invariance violation in GR in another paper by this author. Astrophysical and Cosmological interpretations are provided. A derivation is shown for how the integrand in the path integral exponent becomes Lc/ħ(r), where Lc is the classical action. The path that makes stationary the integral in the exponent is termed the “dominant” path, and deviates from the classical path systematically due to the position dependence of ħ. -
Does LIGO Prove General Relativity?
Does LIGO Prove General Relativity? by Clark M. Thomas © May 12, 2016; modified Sept. 11, 2016 ABSTRACT LIGO-detected "gravitational waves" are very real. This successful experiment in early 2016 did open up a new form of astronomy. Despite the hype, the initial explanation for what was discovered neither confirms nor denies Einstein's full theory of General Relativity, including the concept of gravity membranes (branes). The LIGO discovery can be explained by a model somewhat similar to de Broglie-Bohm quantum pilot waves. LIGO-detected "gravitational waves" are real. The successful experiment in early 2016 did open up a new form of astronomy. However, despite the hype, the initial explanation for what was discovered neither confirms nor denies Einstein's full theory of Page !1 of !11 General Relativity, including the concept of gravity membranes (branes). It merely confirms his 2016 guess that gravity waves should be generated, and that they potentially could be detected and measured. That’s a long way from the core of his GR thesis.1 “Spacetime” is a cool idea, but it merely records the timely effects of motion within a 3D Universe, making up frame-specific 4D spacetimes – with seemingly infinite discrete inertial frames of reference.2 Einstein's idea of "c" being the somewhat mystical absolute limit of measured speed in any direction simply acknowledges the initial acceleration of electromagnetic particle strings from their graviton base within a frame of reference. Speed of light within a vacuum is only the initial burst of acceleration for each yin/yang photon string as it leaves its graviton “mother ship.”3 A better explanation for the waves detected by LIGO is a 21st century paradigm of push/shadow gravity – within a 3D set sea of “quantum foam” (primarily Yin/Yang particles, Y/Y strings, Y/Y graviton rings, and some larger particles). -
Quantum Geometrodynamics with Intrinsic Time Development
2nd LeCosPA International Symposium, Nat.Taiwan U. (December 17th 2015) Quantum geometrodynamics with intrinsic time development 許 Chopin Soo 祖 斌 Department of Physics, Nat. Cheng Kung U, Taiwan Everything? What about (let’s not forget) the `problem of time’ ? A very wise man once said “What then is time? If no one asks me, I know what it is. If I wish to explain it to him who asks, I do not know”, pondering the mystery of what time really is, Saint Augustine (of Hippo) (354-430 A.D.) wrote in his Confessions《懺悔錄》, “Si nemo ex me quaerat scio; Si quaerente explicare velim, nescio ’’ Time: We all have some intuitive understanding of time. But what is time? Where does it comes from? Physical theory of space and time Einstein’s GR: Classical space-time <-> (pseudo-Riemannian)Geometry Quantum Gravity: “`Spacetime’ - a concept of limited applicability” ---J. A. Wheeler What, if anything at all, plays the role of “time” in Quantum Gravity? Importance of time: 1)Quantum probabilities are normalized at fixed instances of time 2)Time <-> Hamiltonian as generator of time translation/evolution Hamiltonian <-> Energy Time: Is it 1) fundamental (present even in Quantum Gravity)? 2) emergent (present in the (semi)-classical context only)? 3) an illusion (!)? … Nemeti, Istvan et al. arXiv:0811.2910 [gr-qc] Getting to know Einstein’s theory Spacetime tells matter how to move; matter tells spacetime how to curve John Wheeler, in Geons, Black Holes, and Quantum Foam p.235 This saying has seeped into popular culture and public discourse; but with all due respect to Wheeler, it is the Hamiltonian which tells everything (including the metric) how to move! from The Early Universe (E. -
Quantum Information Hidden in Quantum Fields
Preprints (www.preprints.org) | NOT PEER-REVIEWED | Posted: 21 July 2020 Peer-reviewed version available at Quantum Reports 2020, 2, 33; doi:10.3390/quantum2030033 Article Quantum Information Hidden in Quantum Fields Paola Zizzi Department of Brain and Behavioural Sciences, University of Pavia, Piazza Botta, 11, 27100 Pavia, Italy; [email protected]; Phone: +39 3475300467 Abstract: We investigate a possible reduction mechanism from (bosonic) Quantum Field Theory (QFT) to Quantum Mechanics (QM), in a way that could explain the apparent loss of degrees of freedom of the original theory in terms of quantum information in the reduced one. This reduction mechanism consists mainly in performing an ansatz on the boson field operator, which takes into account quantum foam and non-commutative geometry. Through the reduction mechanism, QFT reveals its hidden internal structure, which is a quantum network of maximally entangled multipartite states. In the end, a new approach to the quantum simulation of QFT is proposed through the use of QFT's internal quantum network Keywords: Quantum field theory; Quantum information; Quantum foam; Non-commutative geometry; Quantum simulation 1. Introduction Until the 1950s, the common opinion was that quantum field theory (QFT) was just quantum mechanics (QM) plus special relativity. But that is not the whole story, as well described in [1] [2]. There, the authors mainly say that the fact that QFT was "discovered" in an attempt to extend QM to the relativistic regime is only historically accidental. Indeed, QFT is necessary and applied also in the study of condensed matter, e.g. in the case of superconductivity, superfluidity, ferromagnetism, etc.