Mathematical Physics

1908 Submissions

[11] viXra:1908.0483 [pdf] submitted on 2019-08-23 10:16:21

On the Polchinski’s Equation Concerning the Exact Renormalization Group. Mathematical Connections with Some Sectors of Ramanujan Mathematics, String Theory and Particle Physics

Authors: Michele Nardelli, Antonio Nardelli
Comments: 144 Pages.

In the present research thesis, we have obtained various and interesting new possible mathematical connections concerning the exact renormalization group and some sectors of Ramanujan mathematics, String Theory and Particle Physics
Category: Mathematical Physics

[10] viXra:1908.0479 [pdf] submitted on 2019-08-24 01:14:12

On the Nature of Maxwell and Dirac Field

Authors: Vu B Ho
Comments: 16 Pages.

In this work we discuss the nature of Maxwell and Dirac field by examining the mathematical structures of the subfields that are coupled to form these two physical fields. We show that while Maxwell and Dirac field are hyperbolic fields which are described by wave equations the subfields are elliptic fields which are described by elliptic equations. Therefore, it is reasonable to suggest that the subfields are more fundamental and should be used to represent quantum particles in stable states with invariant physical properties. Furthermore, since the subfields are described by elliptic equations therefore they comply with the Euclidean relativity rather than the pseudo-Euclidean relativity as Maxwell and Dirac fields do, and this results in profound implications such as if quantum particles possess physical properties that are represented by subfields which are described by elliptic equations, hence acting in accordance with the Euclidean relativity, then they can be used to explain physical phenomena that require physical transmissions with speeds greater than the speed of light in vacuum, such as the Einstein-Podosky-Rosen paradox in quantum entanglement. As a further discussion, we also show that it is possible to formulate a Dirac-like elliptic field that complies with the Euclidean relativity.
Category: Mathematical Physics

[9] viXra:1908.0431 [pdf] submitted on 2019-08-20 07:41:02

On the New Developments Concerning the Mock Theta Functions of Various Order. Further Mathematical Connections with Some Sectors of Particle Physics and Black Hole Physics.

Authors: Michele Nardelli, Antonio Nardelli
Comments: 161 Pages.

In the present research thesis, we have obtained further interesting mathematical connections with various Ramanujan’s Mock theta functions of order 8, order 7, order 6, order 2 and some sectors of Particle Physics and Black Hole Physics.
Category: Mathematical Physics

[8] viXra:1908.0329 [pdf] submitted on 2019-08-15 19:28:24

Not Theory

Authors: Bheemaiah, Anil Kumar
Comments: 3 Pages.

Abstract: Not theory is a derivation from standard Knot Theory, inspired by Knots and topological spaces in the E8 theory of Unification. In Not Theory, we consider an E8 based fiber theory of nature, extending it to a simulated universe as strands. Not theory is about the mathematics of the application of ‘nots’ to strands. In this paper, we consider a closure proof, and proof of completeness to not applications on arbitrary not as applicable to a particle and quasi-particle model. What: Axioms: A strand is a fundamental resonance of nature starting in one singularity and ending in another. These two singularities are in E8 space-time, with many operators acting on them. Axiom: Any quasi-particle or particle can be described as an aspect of a strand, a resonance in space-time. Theorem 1: Closure: Operation of a not on a strand leads to a resonance in energy time of space and momentum which is also a strand. Theorem 2: Completeness: All particle and quasi-particle interactions can be represented as strands.
Category: Mathematical Physics

[7] viXra:1908.0299 [pdf] submitted on 2019-08-15 01:44:10

On the Ramanujan’s Mock Theta Functions of Tenth Order: New Possible Mathematical Developments and Mathematical Connections with Some Sectors of Particle Physics and Black Hole Physics II

Authors: Michele Nardelli, Antonio Nardelli
Comments: 136 Pages.

In the present research thesis, we have obtained various and interesting new possible mathematical developments concerning some Ramanujan’s Mock theta functions of tenth order and Mathematical connections with some sectors of Particle Physics and Black Hole physics
Category: Mathematical Physics

[6] viXra:1908.0286 [pdf] replaced on 2019-08-15 17:26:00

A New Appraoch to Proof the Riemann Hypothesis Using New Operator

Authors: Rafik Zeraoulia
Comments: 09 Pages. no comment

In this note we present a new approach to proof the Riemann hypothesis one of the most important open problem in pure mathematics using a new operator derived from unitary operator groups acts on Riemann-Siegal function and it uses partition function for Hamiltonian operator , The interest idea is to compute the compositional inverse of Riemann zeta function at $s=-\frac12$ such as we show that:$\zeta^{-1}(-\frac12) =\zeta(\frac12+i \beta)=0$ for some $\beta >0 $
Category: Mathematical Physics

[5] viXra:1908.0162 [pdf] submitted on 2019-08-09 18:38:30

Do Radial Velocities of Given Bodies Mean Zero-Equivalent Time?

Authors: M.V Nembahe
Comments: 4 Pages.

There's a general consensus among cosmologists; that the zero-equivalent time (t=0) can only mean the present (now) as far as the Hubble constant is concerned. But the constant's initial value of 0 is problematic; as it misuses distance and time in conjunction with the Cartesian coordinate system and together I find have nothing to do with the quantification of t=0 and so run the risk of predicting infinitesimal velocity of infinite distance and time.
Category: Mathematical Physics

[4] viXra:1908.0154 [pdf] submitted on 2019-08-10 05:19:34

On Various Equations Inherent the Works Concerning JT Gravity, Open Strings on the Rindler Horizon, Gauge Theory and Integrability and Topological Gravity. New Mathematical Connections with Some Sectors of Ramanujan’s Mathematics.

Authors: Michele Nardelli, Antonio Nardelli
Comments: 357 Pages. UPDATED VERSION

In this research paper we have obtained some interesting mathematical connections between various equations inherent the works concerning JT Gravity, open strings on the Rindler Horizon, Gauge Theory and integrability and Topological Gravity of Witten et al. and some sectors of Ramanujan’s mathematics, principally the Mock Theta Functions and ζ(2) and some expressions concerning the mass of some particles.
Category: Mathematical Physics

[3] viXra:1908.0138 [pdf] submitted on 2019-08-07 10:57:53

Riemann Hypothesis Through the Glance of Infinite Quantum System

Authors: Germann Frosch
Comments: 2 Pages.

In this article we briefly show how to connect Riemann Hypothesis to the Infinite Quantum System. We obtain the needed results. Simple example of such quantum system is a Frog sound system.
Category: Mathematical Physics

[2] viXra:1908.0116 [pdf] submitted on 2019-08-08 03:07:47

The Proof of the Riemann Hypothesis

Authors: Heinz Volkenborn
Comments: 1 page

The proof of the Riemann Hypothesis requires a decoding of the fine-structure constant in which is shown, why the Riemann zeta function cannot show a zero point with Re (s) = 1, off the critical line Re (s) = 1/2
Category: Mathematical Physics

[1] viXra:1908.0033 [pdf] submitted on 2019-08-03 01:43:34

Ramanujan Approximations to π, Invariant Class and Other Expressions: Further Mathematical Connections with Some Sectors of Particle Physics, String Theory and Physics of Black Holes (Entropy)

Authors: Michele Nardelli, Antonio Nardelli
Comments: 172 Pages.

In this research paper, we have obtained further mathematical connections with some sectors of Particle Physics, String Theory and Physics of Black Holes (entropy) and the Ramanujan approximation to π, invariant class and other expressions extracted from some pages of original manuscript
Category: Mathematical Physics