Mathematical Physics

2206 Submissions

[6] viXra:2206.0161 [pdf] submitted on 2022-06-30 13:13:06

Hologram Dark Energy

Authors: Dan Visser
Comments: 15 Pages.

This article presents a formula for Hologram Dark Energy. This means that on one hand materialized reality (gravitation-holograms) and on the other hand four extra time-dimensions located within in the dark energy of vacuum (time-holograms) can be derived by one formula. The gravitation-holograms lead to quantum-dynamics, which in turn leads to Newton-gravity as part of an Einstein-space-time. The time-holograms lead to a subquantum-drive beyond Einstein’s-space-time’s. Basically this implies the acceptence of my new cosmological model: The Rotating Torus Hologram Universe (RTHU). The formula enables jumping into vacuum and popping-out again elsewhere in an Einstein-space-time. This happens in a different way than might be done by wormholes. The transformations by wormholes are dynamics by strong curvatures within an Einstein-space-time, but RTHU-time-holograms seperate Einstein-space-time’s, whereby the RTHU is full of Einstein-space-time’s. Three out of four extra time-dimensions within the vacuum serve as a surrounding-time. The fourth one serves the control over the time-direction within the surrounding time. The four extra time-dimensions are subquantum-time dimensions. That’s why this framework and dynamics give a new vision on the phenomenon UFO’s (Unidentified Flying Object). An UFO according to my formula is capable of moving in time-holograms in order to return to gravitation-holograms and materialized reaility in the RTHU. Therefore UFO’s get another name, called IHO (Identified Hologram Object). However, in order to develope such a technology menkind must learn how to increase or decrease rotating-vacuum at small scales,. That is the basic feature of the RTHU. This article explains the details of this vision by my formula for Hologram Dark Energy. The RTHU in itself is a rotating-vacuum instead of a Big Bang universe.
Category: Mathematical Physics

[5] viXra:2206.0122 [pdf] replaced on 2022-08-10 12:15:11

A Power Sequence Model as a Bridge Between Fundamental Natural Constants and Macroscopic Liquid Systems

Authors: Otto G. Piringer
Comments: 30 Pages.

A simple mathematical interaction function, with the limit value w = e2π/e, derived as a basis for modelling emergent properties of nanoparticles, nanodrops and liquids, has been further developed. A correlation between physical systems of uniform particles and fundamental properties of natural numbers leads to a model, which acts as a bridge between properties of macroscopic systems and fundamental physical constants.The four fundamental coupling constants, and the masses of fundamental elementary particles, including the Higgs and Z bosons, are derived by using this interaction function. A proposal for the mass of the electron neutrino is given. Finally, the nuclear binding interaction is modeled with the interaction function. Only the experimental values of the Planck constant h and the speed of light c are needed for the model.
Category: Mathematical Physics

[4] viXra:2206.0116 [pdf] submitted on 2022-06-21 18:46:34

Helmholtzian Invariants

Authors: Claude Michael Cassano
Comments: 18 Pages.

Helmholtzian invariants and generalizations, and further results.
Category: Mathematical Physics

[3] viXra:2206.0050 [pdf] replaced on 2022-06-13 12:33:39

The 3 Neutrino Masses & "Koide's Formula"

Authors: Warren D. Smith
Comments: 3 Pages.

Although all three neutrino masses currently are unknown, we deduce them all under the assumption of (the empirically established) "Koide formula."
Category: Mathematical Physics

[2] viXra:2206.0044 [pdf] replaced on 2023-05-15 07:36:21

A Solution to the Sign Problem Using a Sum of Controlled Few-Fermions

Authors: David H. Wei
Comments: 17 pages, 3 figures

A restricted path integral method is proposed to simulate a type of quantum system or Hamiltonian called a sum of controlled few-fermions on a classical computer using Monte Carlo without a numerical sign problem. Then a universality is proven to assert that any bounded-error quantum polynomial time (BQP) algorithm can be encoded into a sum of controlled few-fermions and simulated efficiently using classical Monte Carlo. Therefore, BQP is precisely the same as the class of bounded-error probabilistic polynomial time (BPP), namely, BPP = BQP.
Category: Mathematical Physics

[1] viXra:2206.0027 [pdf] submitted on 2022-06-06 15:16:57

On Some Ramanujan’s Continued Fractions: Mathematical Connections with MRB Constant, Higher Spin and Various Sectors of String Theory

Authors: Michele Nardelli, Antonio Nardelli
Comments: 99 Pages.

In this paper, we analyze some Ramanujan’s continued fractions. We describe the mathematical connections with MRB Constant, Higher Spin and various sectors of String Theory
Category: Mathematical Physics