Mathematical Physics

1803 Submissions

[9] viXra:1803.0434 [pdf] submitted on 2018-03-22 10:30:01

Finite Volcano Potentials Admitting a Rational Eigenfunction

Authors: Spiros Konstantogiannis
Comments: 40 Pages.

Starting with a general rational wave function, we search for potentials admitting it as a bound energy eigenfunction. We thus derive singular and regular potentials asymptotically decaying as the inverse of x squared, with the latter being simple or multiple volcanoes having a finite number of bound eigenstates. We present specific examples and examine the transition from singular to volcano potentials.
Category: Mathematical Physics

[8] viXra:1803.0397 [pdf] submitted on 2018-03-22 00:51:36

Energy Required to Keep the Universe Expanding: an Insight on Dark Energy

Authors: Keaten Wood
Comments: 3 Pages.

It is popularly known that dark matter is responsible for the accelerating expansion of our universe, as well as many other phenomena. This could very well be the case. Through many mathematical steps, using mechanical laws and calculus, I have determined the amount of energy needed to expand the universe a certain distance quickly converges, meaning that all the universe needs is a sufficient amount of energy in order to expand infinitely, either given initially by the big bang or gradually by dark matter.
Category: Mathematical Physics

[7] viXra:1803.0301 [pdf] submitted on 2018-03-20 15:26:28

Mathematical Modeling Technique

Authors: R.T.Longo
Comments: 25 Pages.

In this paper, a general modeling principle is introduced that was found useful for modeling complex physical systems for engineering applications. The technique is a nonlinear asymptotic method (NLAM), constructed from simplified physical theories, i.e., physical theories that were developed from particular points of view, that can be used to construct a more global theory. Originally, the technique was envisioned primarily for engineering applications, but its success has led to a more general principle. Four examples are presented to discuss and illustrate this method.
Category: Mathematical Physics

[6] viXra:1803.0300 [pdf] submitted on 2018-03-20 18:24:51

In a Rotating Hologram-Universe a Big Bang-Universe Gives Entrance to Other Big Bang-Universes.

Authors: Dan Visser
Comments: 9 Pages.

This article describes the rotation and expansion of a fast rotating vacuum below the Planck-scale, with approximately 10-21 rad/s, which emerges an approximately 1018 Hertz frequency of x-rays above the Planck-scale. This high-frequent radiation is really observed by several observatory, with an energy of about 3,5 keV. In this respect I describe evidence for the existence of ‘light-holes’, which replaces the conservative Planck-scale seen from a distance in perspective of my new cosmological model, called the rotating hologram-universe. The new model therefore discards a single Big Bang-universe as not-fundamental. Due to the exercises given here a connection is presented with another (single) Big Bang-universe. Coming closer to these ‘light-holes’ high-frequent light becomes lower in frequency due to my formula Tdan , showing that vacuum expands by ‘crumbling the quantum-unit’. The closer to the ‘light-hole’, the more a parallel Big Bang-universe appears to be a part of the fundamental rotating hologram-universe.
Category: Mathematical Physics

[5] viXra:1803.0263 [pdf] submitted on 2018-03-17 17:12:50

QSO – The Mathematics and Physics of Quasi-Spherical Orbits

Authors: R. G. Chester
Comments: 275-page book in English. Links to internet resources are included.

The purpose of this work is to present a more realistic model for a number of dynamic three–dimensional physical phenomena which are traditionally depicted statically in two dimensions and are therefore misleading. It is also to provide a model for phenomena which are regarded as conceivable only in abstract mathematical terms, and are therefore thought to be permanently inaccessible to the non–specialist. The use of the QSO model will reveal pattern and enable analysis in hitherto untouched areas.
Category: Mathematical Physics

[4] viXra:1803.0212 [pdf] submitted on 2018-03-15 12:19:50

The Atoms Energy Stores and Photon

Authors: Markos Georgallides
Comments: 36 Pages.

Article [67] is a Summary of prior [64-65-66] and because of its energy value , I believe that a wider discussion of it is for the benefit both the scientific development of knowledge from misconceptions of science , the application to new sources of energy , and in which is referred , a.. The Material points are produced from the unclashed , Matter (+) and Anti-matter (-) , lying into Energy-Chaos and following the Glue-Bond-Principle and NOT the Forced-collision . b.. The Spin of monads which is the Angular-Momentum vector ,B, due to the eternal rotation of (+) Space around the (-) Anti-space and the HOW and the WHY Spin is  ½ or  1 . c.. Part of the Total-Energy produced in Primary particles from a ,Circular-motion, is trapped into wavelength λ, of particles as a Stationary-wave with 1,2,3,,n, lobes and ,n, frequencies following the Stationary-Wave-Nodes-Principle and which consists the Energy-tanks of particles . d.. Part of the Total-Energy produced in Primary particles from a ,Cycloidal-motion, is stored in Energy-tanks of cave ,λ, as the ,n, frequencies due to oscillations , and additionally because of the centrifugal acceleration is created the Skin-effect at Stress-common-curve and the Kinetic-energy as an Electromagnetic-wave moves Outward the cave . Electromagnetic-wave and others are following the Breakage-Principle which is [(+) Space as the Electric-field , (-) Anti-space as the Magnetic-field , and (0=λ) the Energy-loop as the Energy-tank of particle . e.. In case of the Compound particles as the Bohr model of atoms Breakage-Principle is still existing , particularly on the three Constituents and on all Total structure (formation) as , the Nucleus = The Space = the matter and the equal in charge counterpart Electron = The Anti-space = the Anti-matter , and Orbitals = The Energy loop as the Energy-tanks of atom. All above were analytically presented in the three prior articles and the present is a general summary of forgoing.
Category: Mathematical Physics

[3] viXra:1803.0196 [pdf] submitted on 2018-03-14 10:15:19

On the Ground State of Potentials with, at Most, Finite Discontinuities and Simple Poles

Authors: Spiros Konstantogiannis
Comments: 12 Pages.

For one-dimensional potentials having, at most, finite discontinuities and simple poles at which the wave functions have simple zeros, we give an algebraic – i.e. operator-based – proof that an eigenfunction having no other zeros is a minimum-energy eigenfunction, and thus it describes the ground state.
Category: Mathematical Physics

[2] viXra:1803.0010 [pdf] submitted on 2018-03-01 15:21:18

Refutation of Set of Cycles in Classical Real Minkowski Plane © Copyright 2018 by Colin James III All Rights Reserved.

Authors: Colin James III
Comments: 1 Page. © Copyright 2018 by Colin James III All rights reserved.

In the classical real Minkowski plane, we confirm the set of points as tautologous. However, we refute the set of cycles as being not tautologous and not contradictory. This means that basing quantum theory on the set of cycles in the classical real Minkowski plane is suspicious.
Category: Mathematical Physics

[1] viXra:1803.0009 [pdf] submitted on 2018-03-01 16:17:11

Implications of Multidimensional Geometries and Measurement

Authors: Richard L Amoroso, Elizabeth A Rauscher
Comments: 24 Pages. Complexification of Maxwell’s equations with an extension of the gauge condition to non-Abelian algebras, yields a putative metrical unification of relativity, electromagnetism and quantum theory. This unique new approach also yields a universal nonlocali

Complexification of Maxwell’s equations with an extension of the gauge condition to non-Abelian algebras, yields a putative metrical unification of relativity, electromagnetism and quantum theory. This unique new approach also yields a universal nonlocality with implications for Bell’s Theorem and the possibility of instantaneous quantum connections because spatial separation can vanish by utilizing the complex space.
Category: Mathematical Physics