Mathematical Physics

2002 Submissions

[33] viXra:2002.0601 [pdf] submitted on 2020-02-29 13:47:00

On Some Mathematical Connections Concerning the Relation Between Three-Dimensional Gravity Related to Chern-Simons Gauge Theory, P-Adic Hartle-Hawking Wave Function, Rumanujan’s Modular Functions and Some Equations Describing the Riemann Zeta-Function.

Authors: Michele Nardelli
Comments: 42 Pages.

In this paper we’ve described some mathematical connections that we’ve obtained between three dimensional gravity related to Chern-Simons gauge theory and p-adic Hartle-Hawking wave function, Ramanujan’s modular functions and some equations describing the Riemann zetafunction.
Category: Mathematical Physics

[32] viXra:2002.0592 [pdf] replaced on 2020-03-06 21:47:15

A 4x4 Rank-2 Space-Time Matrix Unifying Gravity, Electromagnetism, Strong, and Weak Interaction by Integrating Curvature and Torsion in Geometry

Authors: Wan-Chung Hu
Comments: 13 Pages.

This article deducts that electromagnetic field, strong interaction, and weak interaction are actually torsion tensors. Since we know gravity field is actually a curvature tensor, we can use geometry to unite gravity, electromagnetism, strong, and weak interaction. Perfect fluid combines with Faraday tensor with geometrized unit can give a 4x4 rank2 spacetime matrix to include the above force field. In addition, strong interaction mediating gluons can acquire mass based on Higgs mechanism. This article also provides evidence of Yang-Mills theory existence and solves the mass gap problem in strong interaction.
Category: Mathematical Physics

[31] viXra:2002.0581 [pdf] submitted on 2020-02-29 10:48:33

On the Mathematical Connections with Some Hawking’s Cosmology Equations and a Ramanujan Equation Linked to a Formula Concerning the “Pair Creation of Black Holes During Inflation” of Hawking-Bousso

Authors: Michele Nardelli, Antonio Nardelli
Comments: 52 Pages.

In this paper we have described the mathematical connections with some Hawking’s Cosmology equations and a Ramanujan equation linked to a formula concerning the “Pair Creation of Black Holes During Inflation” of Hawking-Bousso
Category: Mathematical Physics

[30] viXra:2002.0580 [pdf] submitted on 2020-02-28 08:23:16

On Some Ramanujan Equations: Mathematical Connections with Various Formulas Concerning Some Arguments of Cosmology and Black Holes/wormholes Physics. ix

Authors: Michele Nardelli, Antonio Nardelli
Comments: 73 Pages.

In this paper we have described several Ramanujan’s formulas and obtained some mathematical connections with various equations concerning different sectors of Cosmology and Black Holes/Wormholes Physics.
Category: Mathematical Physics

[29] viXra:2002.0572 [pdf] replaced on 2020-03-10 18:03:53

On the Delta Function and its Derivatives

Authors: Anamitra Palit
Comments: 18 Pages.

In this writing the conventional law concerning the derivatives of the delta function and those representing the delta function have been considered to bring out certain discrepancies. The errors and their source have been discussed.
Category: Mathematical Physics

[28] viXra:2002.0547 [pdf] submitted on 2020-02-27 03:01:10

On Some Ramanujan Equations: Mathematical Connections with Various Formulas Concerning Some Topics of Cosmology and Black Holes/wormholes Physics. Viii

Authors: Michele Nardelli, Antonio Nardelli
Comments: 48 Pages.

In this paper we have described several Ramanujan’s formulas and obtained some mathematical connections with various equations concerning different arguments of Cosmology and Black Holes/Wormholes Physics.
Category: Mathematical Physics

[27] viXra:2002.0507 [pdf] submitted on 2020-02-25 13:08:16

The Math Behind the Schrodinger Equation

Authors: Doug Jensen
Comments: 7 Pages.

A full (yet brief) explanation of the forces behind the Schrodinger equation.
Category: Mathematical Physics

[26] viXra:2002.0503 [pdf] submitted on 2020-02-25 16:16:57

On Some Ramanujan Equations: Mathematical Connections with Various Formulas Concerning Some Topics of Cosmology and Black Holes/wormholes Physics. Vii

Authors: Michele Nardelli, Antonio Nardelli
Comments: 77 Pages.

In this paper we have described several Ramanujan’s formulas and obtained some mathematical connections with various equations concerning different arguments of Cosmology and Black Holes/Wormholes Physics.
Category: Mathematical Physics

[25] viXra:2002.0501 [pdf] replaced on 2020-02-25 10:13:01

Note on Newton's Law of Universal Gravitation and Division by Zero

Authors: Hiroshi Okumura
Comments: 1 Page.

This is a simple note for Newton's law of universal gravitation when the distance of the centers of two masses equals zero.
Category: Mathematical Physics

[24] viXra:2002.0487 [pdf] submitted on 2020-02-24 12:25:25

On Some Ramanujan Expressions: Mathematical Connections with Various Equations Concerning Some Sectors of Cosmology and Black Holes/wormholes Physics. vi

Authors: Michele Nardelli, Antonio Nardelli
Comments: 78 Pages.

In this paper we have described several Ramanujan’s expressions and obtained some mathematical connections with various equations concerning different sectors of Cosmology and Black Holes/Wormholes Physics.
Category: Mathematical Physics

[23] viXra:2002.0472 [pdf] submitted on 2020-02-24 08:06:13

The Seiberg-Witten Equations for Spin 3/2

Authors: Antoine Balan
Comments: 2 pages, written in english

We define de Seiberg-Witten equations for spin 3/2 with help of the Rarita-Schwinger operator.
Category: Mathematical Physics

[22] viXra:2002.0462 [pdf] submitted on 2020-02-23 02:13:27

On Some Ramanujan’s Formulas: Mathematical Connections with Several Equations Inherent Some Topics of String Cosmology and Black Holes Physics. V

Authors: Michele Nardelli, Antonio Nardelli
Comments: 73 Pages. UPDATED VERSION

In this paper we have described several Ramanujan’s equations and obtained some mathematical connections with various formulas concerning different topics of String Cosmology and Black Holes Physics.(update version 23/02/20)
Category: Mathematical Physics

[21] viXra:2002.0445 [pdf] submitted on 2020-02-22 13:01:32

On Some Ramanujan’s Expressions: Mathematical Connections with Various Formulas Regarding Some Sectors of String Cosmology and Black Hole Physics. V

Authors: Michele Nardelli, Antonio Nardelli
Comments: 71 Pages.

In this paper we have described several Ramanujan’s expressions and obtained some mathematical connections with various formulas concerning different sectors of String Cosmology and Black Hole Physics.
Category: Mathematical Physics

[20] viXra:2002.0442 [pdf] replaced on 2022-02-28 22:13:34

A Thesis About Newtonian Mechanics Rotations and About Differential Operators:

Authors: Louiz Akram
Comments: 26 Pages.

This work dates from January 2016 as a result of my remarks related to physics made during my high studies. I try in this work to explain the cause behind the inability of Newtonian mechanics to describe correctly many phenomena where the studied object rotates at a very high linear speed. I proved that, in this case, the velocity field is not equiprojective and that the famous formula for changing the reference frame is not correct. I made an application to the case of the GPS system satellites, then I presented a new method for studying a rotating system velocity without needing the conventional steps of changing reference frames. I finished my work by demonstrating the formulas of the main differential operators and I presented them with all the related steps and calculations by using the elementary surfaces. I am eager to discuss the results of this work further with physics and mathematics specialists, and I hope that my formulas will help to simplify the study of many difficult physics phenomena.
Category: Mathematical Physics

[19] viXra:2002.0394 [pdf] submitted on 2020-02-21 10:44:07

On Some Ramanujan’s Equations: Mathematical Connections with Various Formulas Concerning Some Sectors of Particle Physics and Black Hole/wormhole Physics. IV

Authors: Michele Nardelli, Antonio Nardelli
Comments: 54 Pages.

In this paper we have described the mathematical connections between various Ramanujan’s equations and some expressions of various topics of Particle Physics and Black Hole/Wormhole Physics
Category: Mathematical Physics

[18] viXra:2002.0390 [pdf] submitted on 2020-02-20 15:31:16

A New Probability Distribution and Its Application in Modern Physics

Authors: Zeraoulia Rafik
Comments: 7 Pages. am very happy

In this paper we present a new symetric probability distribution with its properties and we show that is not a uniforme distribution using some standard proofs test like Kolmogorov-Smirnov test and also we may show that is derived from a new another special function by adjusting it using mean and deviation as two parameters , And in the second section we show that PDF present a wave function using rescaled plasma dispersion function such that we define it as a position of massive particle for such charged quantum system .
Category: Mathematical Physics

[17] viXra:2002.0389 [pdf] submitted on 2020-02-20 15:39:26

7 Questions

Authors: Stephan N. Tsapatoris
Comments: 9 pages with diagrams

The purpose of this paper is to pose questions concerning matrices, coordinate systems, and a particular sinusoidal function, to be addressed by the scientific community.
Category: Mathematical Physics

[16] viXra:2002.0382 [pdf] submitted on 2020-02-20 01:45:20

On Some Ramanujan’s Equations: Mathematical Connections with Various Equations Concerning Some Sectors of Particle Physics and Black Hole/wormhole Physics. III

Authors: Michele Nardelli, Antonio Nardelli
Comments: 84 Pages.

In this paper we have described the mathematical connections between various Ramanujan’s equations (class invariants) and some expressions of various topics of Particle Physics and Black Hole/Wormhole Physics
Category: Mathematical Physics

[15] viXra:2002.0333 [pdf] submitted on 2020-02-18 09:46:37

On Some Ramanujan’s Class Invariants: Mathematical Connections with the Golden Ratio Linked to the Various Equations Concerning Some Sectors of Cosmology.

Authors: Michele Nardelli, Antonio Nardelli
Comments: 60 Pages.

The aim of this paper is to show the mathematical connections between the Ramanujan’s Class Invariants, the Golden Ratio and some expression of various topics of Cosmology
Category: Mathematical Physics

[14] viXra:2002.0327 [pdf] submitted on 2020-02-17 03:02:54

On Some Ramanujan’s Functions: Mathematical Connections with Various Equations Concerning Some Sectors of Particle Physics and Black Hole Physics. II

Authors: Michele Nardelli, Antonio Nardelli
Comments: 88 Pages.

The aim of this paper is to show the mathematical connections between some Ramanujan’s functions and some expression of various topics of Particle Physics and Black Hole Physics
Category: Mathematical Physics

[13] viXra:2002.0304 [pdf] submitted on 2020-02-15 13:20:31

On Some Ramanujan Formulas: Mathematical Connections with Various Equations Concerning Some Sectors of Particle Physics and Black Hole Physics.

Authors: Michele Nardelli, Antonio Nardelli
Comments: 60 Pages.

The purpose of this paper is to show how using certain mathematical values and / or constants from various Ramanujan expressions, we obtain some mathematical connections with the equations of various sectors of Particle Physics and Black Hole Physics
Category: Mathematical Physics

[12] viXra:2002.0289 [pdf] submitted on 2020-02-14 13:11:44

Analyzing Some Ramanujan Formulas: Mathematical Connections with Various Equations Concerning Some Sectors of Black Holes/wormholes Physics and Brane Cosmology V

Authors: Michele Nardelli, Antonio Nardelli
Comments: 54 Pages.

The purpose of this paper is to show how using certain mathematical values and / or constants from some Ramanujan expressions, we obtain some mathematical connections with equations of various sectors of Black Holes/Wormholes Physics and Brane Cosmology
Category: Mathematical Physics

[11] viXra:2002.0271 [pdf] submitted on 2020-02-13 09:58:27

Analyzing Some Ramanujan Formulas: Mathematical Connections with Various Equations Concerning Some Sectors of Black Holes and Wormholes Physics IV

Authors: Michele Nardelli, Antonio Nardelli
Comments: 60 Pages.

The purpose of this paper is to show how using certain mathematical values and / or constants from some Ramanujan expressions, we obtain some mathematical connections with equations of various sectors of Black Holes-Wormholes Physics and an almost equal value to the golden ratio
Category: Mathematical Physics

[10] viXra:2002.0208 [pdf] submitted on 2020-02-11 12:29:47

Analyzing Two Ramanujan Formulas: Mathematical Connections with Various Equations Concerning Some Sectors of Black Holes ad Wormholes Physics III

Authors: Michele Nardelli, Antonio Nardelli
Comments: 117 Pages.

The purpose of this paper is to show how using certain mathematical values and / or constants from two Ramanujan expressions, we obtain some mathematical connections with equations of various sectors of Black Holes and Wormholes Physics
Category: Mathematical Physics

[9] viXra:2002.0204 [pdf] submitted on 2020-02-10 08:05:35

Analyzing Some Ramanujan Formulas: Mathematical Connections with Various Equations Concerning Some Sectors of Black Hole Physics II

Authors: Michele Nardelli, Antonio Nardelli
Comments: 84 Pages.

The purpose of this paper is to show how using certain mathematical values and / or constants from the Ramanujan expressions, we obtain some mathematical connections with equations of various sectors of Black Hole Physics
Category: Mathematical Physics

[8] viXra:2002.0190 [pdf] replaced on 2020-03-05 10:59:51

Atiyah's Physics-Mathematics Unification Confirms the Permanent Flickering Cosmology

Authors: F. M. Sanchez
Comments: 15 Pages. for submission to Journal de Mathématiques Pures et Appliquées

The Permanent Oscillatory Cosmology is confirmed by 75 formula giving the Hubble radius, with 7correlating to 10^−9. The computer shows the best formula, obtained using the Atiyah constant and the number 137, the Eddington’s integer part of the electric constant. This conforms with Atiyah’s testimony about the Physics-Mathematics unification and the central role of arithmetics in this unification process. The identification with the Eddington statistical formula gives G, compatible with the 10^−5 precise BIPM measurement and the 10^−6 precise sun-quasar non-Doppler Kotov period. The hypothesis of a computing Cosmos implies a π rationalization process which validates the Wyler’s theory and the Fermion Koide formula in the 10^−9 domain
Category: Mathematical Physics

[7] viXra:2002.0187 [pdf] submitted on 2020-02-10 04:19:05

Waves of Charge. Four Dimensional Analytic Functions.

Authors: Giuliano Bettini
Comments: 10 Pages.

Basically, the paper concerns the generalization of the Cauchy-Riemann equations to spacetime, so (Hestenes, quote) “we can expect it to have a rich variety of solutions. The problem is to pick out those solutions with physical significance.” I could expect Hopfions, EVOs and so on. I write only the conclusions, skipping all the speculations and physical meanings that led me to this.
Category: Mathematical Physics

[6] viXra:2002.0174 [pdf] submitted on 2020-02-09 03:01:21

Analyzing Some Ramanujan Formulas: Mathematical Connections with Various Sectors of Black Hole Physics

Authors: Michele Nardelli, Antonio Nardelli
Comments: 177 Pages.

The purpose of this paper is to show how using certain mathematical values and / or constants from various Ramanujan expressions, we obtain some mathematical connections with several sectors of Black Hole Physics
Category: Mathematical Physics

[5] viXra:2002.0136 [pdf] submitted on 2020-02-07 02:36:43

On Various Ramanujan’s Equations (Hardy-Ramanujan Number, Taxicab Numbers, Etc) Linked to Some Parameters of Standard Model Particles and String Theory: New Possible Mathematical Connections. vi

Authors: Michele Nardelli, Antonio Nardelli
Comments: 94 Pages.

In this research thesis, we have described and deepened further Ramanujan equations (Hardy-Ramanujan number, taxicab numbers, etc) linked to some parameters of Standard Model Particles and String Theory. We have therefore obtained further possible mathematical connections.
Category: Mathematical Physics

[4] viXra:2002.0096 [pdf] submitted on 2020-02-05 03:05:57

On the Poincaré Algebra in a Complex Space-Time Manifold

Authors: Nathalie Debergh, Gilles d'Agostini, Jean-Pierre Petit
Comments: 14 Pages.

We extend the Poincar´e group to the complex Minkowski spacetime. Special attention is paid to the corresponding algebra that we achieve through matrices as well as differential operators. We also point out the generalizations of the two Casimir operators.
Category: Mathematical Physics

[3] viXra:2002.0084 [pdf] submitted on 2020-02-05 07:46:13

On the Ramanujan’s Mathematics Applied to Some Parameters of Extended Gauged Supergravity, Inflaton Potentials and Some Sectors of String Theory: New Possible Mathematical Connections.

Authors: Michele Nardelli, Antonio Nardelli
Comments: 75 Pages.

In this research thesis, we have described some Ramanujan expressions applied to several parameters of Extended Gauged Supergravity, Inflaton Potentials and some sectors of String Theory, obtaining new possible mathematical connections.
Category: Mathematical Physics

[2] viXra:2002.0049 [pdf] submitted on 2020-02-03 11:01:57

On Various Ramanujan’s Equations (Hardy-Ramanujan Number, Taxicab Numbers, Etc) Linked to Some Parameters of Standard Model Particles and String Theory: New Possible Mathematical Connections. V

Authors: Michele Nardelli, Antonio Nardelli
Comments: 82 Pages.

In this research thesis, we have described and deepened further Ramanujan equations (Hardy-Ramanujan number, taxicab numbers, etc) linked to some parameters of Standard Model Particles and String Theory. We have therefore obtained further possible mathematical connections.
Category: Mathematical Physics

[1] viXra:2002.0013 [pdf] submitted on 2020-02-02 09:39:10

On Some Ramanujan’s Equations (Hardy-Ramanujan Number, Taxicab Numbers and Rogers-Ramanujan Continued Fractions) Linked to Various Parameters of Standard Model Particles and String Theory: New Possible Mathematical Connections. IV

Authors: Michele Nardelli, Antonio Nardelli
Comments: 80 Pages.

In this research thesis, we have described and deepened further Ramanujan equations (Hardy-Ramanujan number, taxicab numbers and Rogers-Ramanujan continued fractions) linked to various parameters of Standard Model Particles and String Theory. We have therefore obtained further possible mathematical connections.
Category: Mathematical Physics