The property of two-sidedness that also makes a unified whole is developed, and showed consistent with unified field theory, general relativity, thermodynamics and cosmological theories that describe a mirror universe. Two-sidedness is described as a principle of relativity that defines the visible universe by recognizing constraints that are carried by reflection. Two-sidedness is consistent with the process philosophy of A.N. Whitehead and the phenomenology of E.G.A. Husserl. Moreover, the property of two-sidedness is an observed fact of nature, coming with abundant evidential support. Speculation about a hypothetical aether that joins the sides of the two-sided is more theoretical, and open to debate. Otherwise, this paper makes a strong case for the reality of two-sidedness, if not Whiteheadian panpsychism.
The paper is devoted to dynamical investigations of LRS Bianchi type-I cosmological model filled with wet dark fluid in the framework of f ( T ) gravity. The equation of state modeled on p = ω ( ρ – ρ *) in the form of wet dark fluid for the dark energy component of the universe. Solutions to the corresponding field equations are obtained for exponential law of expansion. The geometrical and physical parameters of the model are studied.
Alain Connes described automatic evolution in non-commutative measure spaces in his paper ‘Noncommutative Geometry Year 2000’ summarizing progress in that field, and this was a puzzle or riddle to the author for years. The notion some higher-order algebras have built-in evolutive properties appears central to the arguments of Connes, but the explanation given was so abstract it eluded understanding by me and others. I read Connes’ words again and again, and later became a champion of this idea to other researchers in papers and conference presentations. People falsely imagine it has no relevance in the real world, because of our limited perspective as creatures walking the face of the Earth and lacking the quantum-mechanical perspective of space as something dynamic. But grasping intrinsic time may be crucial to survival for people exploring and working in outer space, and essential for understanding the early universe and quantum gravity. So this paper examines how the ‘intrinsic time’ of Connes is connected to both abstract Maths and real world Physics.
Bianchi Type V cosmological model in barotropic perfect fluid with Lyra geometry within the framework of self-creation theory of gravitation is investigated. To get the deterministic solution of the model, we have made assumption that universe is filled with barotropic fluid distribution which leads to p = γρ , 0 ≤ γ ≤ 1, p being the isotropic pressure and ρ be the energy density of the universe. The physical and geometrical properties of the model and singularities in the model are also discussed.
Our earlier work has tentatively shown that the hierarchy of fermion masses and mixing angles follows from the universal behavior of nonlinear dynamics. In this brief sequel we survey a similar scenario in which the Cabibbo angle arises from the nonlinear dynamics of charged-current interactions.
This article argues that psi demonstrates the nonlocal hyperdimensional dynamics of our Self, operating via the tachyonic syg-energy (postulated by the Infinite Spiral Staircase Theory , ISST), and it gives a specific model for visualization and its application in healing or bio-PK – both implying mind-over-matter and an influence on future events. The Retrocausal Attractor blends quantum retrocausality and Chaos Theory’s attractor dynamics to show how visualized (projected) ideas/images have an organizing impact through a feedback loop between the (future) events-in-making/situations – accessed via the beyond-spacetime hyperdimension (HD) – and the operator’s mind. Moreover, the Retrocausal Attractor’s feedback loop, between one’s HD Self and one’s embodied mind, is a basic dynamics of thought and reflection, which sets a hyperdimensional correction mechanism built-in the mind that allows us to have awareness and ethical conscience. Syg-energy (that drives psi) consists in HD and faster-than-light (FTL) sygons waves; it works according to HD semantic parameters, such as semantic proximity and intensity, which are driven by attraction, resonance and harmony, and defy both C and locality – along a Law of harmonic syg-attraction . Finally, I’ll tackle how the hyperdimension may interact with Quantum-Spacetime (QST) to effect the (healing) reorganization of complex (bio)systems, invoking the hypothesis that Bohm’s Quantum Potential (and thus Pilot Waves) could be a hyperdimensional term or rather wave.
The Ethiopic Book of Enoch , in chapter 82, verses 6 and 11, mentions that a year was composed of 364 days. Compared to our present calendar of 365¼ days in a year, this fact seems to point to the plausibility that Earth orbits the Sun in a widening elliptical path.
We suggest here that the Higgs scalar amounts to a weakly-bounded condensate of gauge bosons. According to this interpretation, the Higgs mass may be approximated from the sum of vector boson masses on spacetime endowed with minimal fractality.
We study the structure of ω-constacyclic codes over the ring R = F p +v 1 F p +v 2 F p +v 3 F p +v 4 F p +v 1 v 2 F . A Gray map is introduced and it is shown that the image of ω-constacyclic codes of length n are (1,2,2,2,2,4) multi-twisted codes of length 6 n . The generators of such constacyclic codes for an arbitrary length are determined and their dual codes are also discussed. Finally some examples are given.
We have constructed dark energy cosmological model in an anisotropic Bianchi type VI0 space time with a variable equation of state (EoS) parameter omega in Barber's second self- creation theory of gravitation. The models are obtained using the special law of variation of Hubble's parameter that yields a constant value of deceleration parameter. Models have been derived using above conditions. Physical and geometrical properties have also been discussed.
An open debate exists nowadays on how to properly connect chaos theory and strange attractors, on the one hand, to Quantum Field Theory (QFT) and Quantum Mechanics (QM) on the other. We post here a condensed flow-chart reflecting our personal view on this connection.
We have investigated LRS Bianchi type-II cosmological model with bulk viscosity and dust distribution in C-field theory. We assume that the matter content of the universe is in the form of dust which leads to p = 0. To get the deterministic model of the universe we assumed A = Bn , where A and B are metric potentials. We find that the creation field (C) increase with time which matches with the result of H.N. theory. The physical and geometrical aspects of the model are also discussed.
It is well known that both Newtonian gravity and General Relativity can be built starting from the classical Poisson equation in 3-dimensional space. Here we speculate that, at least in principle, the concept of 3-dimensional space equipped with minimal fractality enables a qualitative explanation of both rotation curves of disk galaxies and cosmological expansion. Our approach bridges the gap between particle and gravitational interpretations of Dark Matter and suggests a unified picture of the Dark Sector. It offers a basis for explaining away Modified Newtonian Gravity (MOND) and its theoretical ramifications.
Self-organized criticality (SOC) is a universal mechanism for self-sustained critical behavior in large-scale systems evolving outside equilibrium. Our report explores a tentative link between SOC and Lagrangian field theory, with the long-term goal of bridging the gap between complex dynamics and the non-perturbative behavior of quantum fields.
Recently Ershkov & D. Leschenko [1] presented a new solving procedure for Euler-Poisson equations for solving momentum equations of the CR3BP near libration points for uniformly rotating planets having inclined orbits in the solar system with respect to the orbit of the Earth. The system of equations of the CR3BP has been explored with regard to the existence of an analytic way of presentation of the approximated solution in the vicinity of libration points. A new and elegant ansatz has been suggested in their publication whereby, in solving, the momentum equation is reduced to a system two coupled Riccati ODEs. In this paper, we presented a numerical solution of such coupled Riccati ODEs using Mathematica software package.
In this paper, the tubular surface generated by rectifying curves are explored. Also, using the Gaussian and mean curvatures of tubular surfaces, for the linear Weingarten surfaces and HK-quadric surfaces, harmonic surfaces some characterizations are given.
In this paper, we argue that Gross-Pitaevskii model can be a more complete description of both solar system and spiral galaxies, especially taking into account the nature of chirality and vortices in galaxies. We also hope to bring out some correspondence among existing models, e.g., the topological vortex approach, Burgers equation in the light of KAM theory, and the Cantorian Navier-Stokes approach. We hope further investigation can be done around this line of approach.
In this paper, we study the linear codes over the family of finite rings A t . We define a Gray map Ω, which is an isometry map and linear. Furthermore, we study some properties of MDS codes over A t and some examples.
In this essay, we propose a semi-classical approach to support the interaction force nature of gravity as opposed to its curved geometrical nature. By giving the 3-D and 1-D mass configurations in corresponding space-times claimed as curved, we present there still requires a force concept in order to explain the gravity and to start the motion due to gravity. Consequently, we infer that the curvature interpretation of gravity does not describe the underlying natural phenomenon, but behaves as a mathematical tool to predict the natural phenomena correctly.
As it is known, the anomalous magnetic moment of muons is a longstanding puzzle of the Standard Model (SM). Commonly referred to as the muon “g-2 problem”, the precise testing of this anomaly provides a sensitive probe for physics beyond SM. Here we show that the leading order contribution to the muon anomaly can be estimated from the onset of non-equilibrium dynamics near the Fermi scale. The derivation is straightforward and evades the postulated existence of new phenomena in the low to the mid TeV range of high-energy physics.
