[10] **viXra:1802.0305 [pdf]**
*submitted on 2018-02-21 22:20:41*

**Authors:** Andrew Beckwith

**Comments:** 10 Pages. For possible inclusion into FFP 15, pending acceptance by Jesus Cancier, of Alicante, Spain, and the FFP 15 committee

We are looking at comparison of two action integrals and we identify the Lagrangian multiplier as setting up a constraint equation (on cosmological expansion). This is a direct result of the fourth equation of our manuscript which unconventionally compares the action integral of General relativity with the second derived action integral, which then permits equation 5, which is a bound on the Cosmological constant. What we have done is to replace the Hamber Quantum gravity reference-based action integral with a result from John Klauder’s “Enhanced Quantization” . In doing so, with Padamabhan’s treatment of the inflaton, we then initiate an explicit bound upon the cosmological constant. The other approximation is to use the inflaton results and conflate them with John Klauder’s Action principle for a way to, if we have the idea of a potential well, generalized by Klauder, with a wall of space time in the Pre Planckian-regime to ask what bounds the Cosmological constant prior to inflation. And, get an upper bound on the mass of a graviton. We conclude with a redo of a multiverse version of the Penrose cyclic conformal cosmology to show how this mass of a heavy graviton is consistent from cycle to cycle. All this is possible due to equation 4. And we compare all this with results of reference [1] in the conclusion.

**Category:** Quantum Gravity and String Theory

[9] **viXra:1802.0262 [pdf]**
*submitted on 2018-02-19 23:24:29*

**Authors:** Andrew Beckwith

**Comments:** 7 Pages. for possible submission to Marcel Grossman 15, as an entry

We are looking at comparison of two action integrals and we identify the Lagrangian multiplier as setting up a constraint equation (on cosmological expansion). What we have done is to replace the Hamber Quantum gravity reference-based action integral with a result from John Klauder’s “Enhanced Quantization” . In doing so, with Padamabhan’s treatment of the inflaton, we then initiate an explicit bound upon the cosmological constant. The other approximation is to use the inflaton results and conflate them with John Klauder’s Action principle for a way to, if we have the idea of a potential well, generalized by Klauder, with a wall of space time in the Pre Planckian-regime to ask what bounds the Cosmological constant prior to inflation. And, get an upper bound on the mass of a graviton. We conclude with a re do of a multiverse version of the Penrose cyclic conformal cosmology to ascertain how this mass of a heavy graviton is consistent from cycle to cycle.

**Category:** Quantum Gravity and String Theory

[8] **viXra:1802.0169 [pdf]**
*replaced on 2018-02-15 17:42:17*

**Authors:** Espen Gaarder Haug

**Comments:** 15 Pages.

In this paper we propose a new and simple theory of quantum gravity, inspired by Newton, that gives the same prediction of light bending as Einstein's theory of general relativity. This new quantum gravity theory also predicts that non-light beams, that is to say beams of particles with rest-mass such as electron beams, will only have half the bending of light as GR. In other words, this theory is testable. Based on this theory, we will suggest that it is a property of light that makes it bend twice as much as the amount that is predicted by Newton's theory. This quantum gravity theory may also predict that the gravity force will be equal to the strong force when we are working at distances within the nucleus.
We are also suggesting a minor adjustment to the Newtonian gravitational acceleration field, which renders that field equal to the Planck acceleration at the Schwarzschild radius, and gives the same results as predicted by Newton when we are dealing with weak gravitational fields. This stands in contrast to GR, which predicts an infinitely strong gravitational field at the Schwarzschild radius. It also stands in contrast to standard Newtonian theory, which predicts a very weak gravitational acceleration field at the Schwarzschild radius for super-massive objects.

**Category:** Quantum Gravity and String Theory

[7] **viXra:1802.0139 [pdf]**
*submitted on 2018-02-12 19:53:37*

**Authors:** Julian Williams

**Comments:** 64 Pages. Feedback is welcome

This paper builds on an earlier paper that built the Standard Model Particles from Infinite Superpositions, borrowing action quanta from a receding horizon. It connects an infinitesimally modified General Relativity at cosmic scale, with an "Invariant Four Action Density for Cosmic Wavelength Gravitons". There are more significant effects near black holes, with a chance that they could change the build rate of Supermassive black holes. Only the last few cycles of mergers would be effected, possibly only showing up as a small increase in their apparent mass. A continuous exponential expansion is predicted, that may relate with the differing Hubble parameters predicted from early universe expansion measurements, and measurements of more recent local expansion.

**Category:** Quantum Gravity and String Theory

[6] **viXra:1802.0117 [pdf]**
*submitted on 2018-02-10 16:41:03*

**Authors:** Andrew Beckwith

**Comments:** 5 Pages. “Essay written for the Gravity Research Foundation 2018 Awards for Essays on Gravitation.”, February 10, 2018

We are looking at comparison of two action integrals and we identify the Lagrangian multiplier as setting up a constraint equation (on cosmological expansion).. What we have done is to replace the Hambler Quantum gravity reference based action integral with a result from John Klauder’s “Enhanced Quantization” tome. In doing so, with Thanu Padamabhan’s treatment of the inflaton, we then commence to initiate an explicit bound upon the cosmological constant. The further approximation is to use the inflaton results, and conflate them with John Klauder’s Action principle for a way to , if we have the idea of a potential well, generalized by Klauder, with a wall of space time in the Pre Planckian regime to ask what bounds the Cosmological constant prior to inflation.. And, get an upper bound on the mass of a graviton.
“Essay written for the Gravity Research Foundation 2018 Awards for Essays on Gravitation.”, February 10, 2018

**Category:** Quantum Gravity and String Theory

[5] **viXra:1802.0100 [pdf]**
*submitted on 2018-02-09 01:51:43*

**Authors:** Arturo Tozzi, James F Peters

**Comments:** 6 Pages.

The unexploited unification of general relativity and quantum physics is a painstaking issue that prevents physicists to properly understanding the whole of Nature. Here we propose a pure mathematical approach that introduces the problem in terms of group theory. Indeed, we build a cyclic groupoid (a nonemptyset with a binary operation defined on it) that encompasses both the theories as subsets, making it possible to join together two of their most dissimilar experimental results, i.e., the commutativity detectable in our macroscopic relativistic world and the non-commutativity detectable in the quantum, microscopic world. Further, we provide a feasible physical counterpart able to throw a bridge between relativity and quantum mechanics, namely, the gravitational force. The latter stands for an operator able to reduce the countless orthonormal bases required by quantum mechanics to just one, i.e., the relativistic basis of an observer located in a single cosmic area.

**Category:** Quantum Gravity and String Theory

[4] **viXra:1802.0078 [pdf]**
*replaced on 2018-02-12 00:40:53*

**Authors:** Johan Noldus

**Comments:** 13 Pages.

The Virasoro problem of string theory is solved.

**Category:** Quantum Gravity and String Theory

[3] **viXra:1802.0076 [pdf]**
*submitted on 2018-02-06 19:34:58*

**Authors:** Arthur E Pletcher

**Comments:** 10 Pages. Quantum gravity, theory of everything

Resolution of the Cosmological Constant Λ must maintain the mathematics of wavefunction, as well as Einsteins field equations. However, a fundamental break from convention is justified, in order to cancel the mathematical discrepancy that exists between the vacuum energy density in General Relativity (GR) and the much greater zero-point energy value, as calculated in quantum field theory (QFT). This article does maintain conventional models. The paradigm shift is from the conventional idea of a constant R 4 spacetime at every scale (from microspace to macrospace). Instead, proposing that dimensions approaching quantum scales increase to a higher dimensional R 5 space, and that dimensions approaching the cosmic event horizon decrease to a lower dimensional R 3 space (R 4 spacetime is just one phase of this transitioning multispace). This is only suppositional, yet it explains so many mysteries of cosmology in the simplest and most parsimonious format (in fact in one single sentence). In wavefunction, superposition can be alternatively interpreted as a transition (or divergence) of R n , as observed from a R 4 spacetime onto a higher dimensional R 5 space at scales approaching QFT. Time, position, energy and momentum become plural, and a range of R 5 space is viewed as a single instant until " collapsed " (mapped) onto our familiar classic R 4 space. In GR, R 4 spacetime transitions (or converges) to a point at the cosmic event horizon, to a diminished R 3 space. This converging affect appears equivalent to acceleration, as units of time in velocity are decreasing with larger scales. Thus, Λ in GR is only illusional and therefore cancelled.

**Category:** Quantum Gravity and String Theory

[2] **viXra:1802.0049 [pdf]**
*replaced on 2018-02-08 22:55:15*

**Authors:** Carlos Castro

**Comments:** 27 Pages.

Born's Reciprocal Relativity Theory (BRRT) based on a maximal proper-force, maximal speed of light velocity, inertial and non-inertial observers is re-examined in full detail.
Relativity of locality and chronology are natural consequences of this theory, even in flat phase space. The advantage of BRRT is that Lorentz invariance is preserved and there is no need to introduce Hopf algebraic deformations of the Poincare algebra, de Sitter algebra, nor noncommutative spacetimes. After a detailed study of the notion of $generalized$ force, momentum and mass in phase space, we explain that what one may interpret as ``dark matter'' surrounding galaxies, for example, is just an effect of observing ordinary galactic matter in $different ~accelerating$ frames of reference than ours. Explicit calculations are provided that explain these novel relativistic effects due to the $accelerated$ expansion of the Universe, and which may generate the present-day density parameter value $ \Omega_{DM} \sim 0.25 $ of dark matter. The physical origins behind the numerical coincidences in Black-Hole Cosmology are also explored. We finalize with a rigorous study of the curved geometry of (co) tangent bundles (phase space) within the formalism of Finsler geometry, and provide a short discussion on Hamilton spaces.

**Category:** Quantum Gravity and String Theory

[1] **viXra:1802.0033 [pdf]**
*submitted on 2018-02-04 06:33:10*

**Authors:** Janko Kokosar

**Comments:** 7 Pages.

The author shows examples where his opinion about fundamentality is different as opinion of the majority of physicists. He claims that special relativity alone gives that time runs only in rest matter. He claims that absolutely empty spacetime without rest matter cannot exist; one reason is also because time runs only in rest matter. Existence of dimensionless masses of the elementary particles also tells us about coupling between rest matter and spacetime. Dimensionless masses of the elementary particles are obtained when the masses of the elementary particles are combined with the gravitational constant, Planck's constant and the speed of light. The author insists that the principle of equivalence remains also in quantum physics, and that gravitational uncertainty principle is simple. Consciousness is still more fundamental than the elementary particles, but consciousness does not exist outside of elementary particles. The author advocates quantum consciousness, free-will, and suggests how to verify this experimentally.

**Category:** Quantum Gravity and String Theory