Mathematical Physics

2404 Submissions

[4] viXra:2404.0104 [pdf] submitted on 2024-04-21 21:51:30

The Problem of the "Negative Frequencies" of the Solutions of the D'alembert Equation

Authors: Marcello Colozzo
Comments: 6 Pages.

The appearance of solutions with negative frequency in the D’Alembert wave equation can be removed with a change of variable. The corresponding positive frequencies describe waves propagating from the «future» towards the «past». This argument was developed in the 1940s by the Italian mathematician Luigi Fantappiè in the analysis of the solutions of the D’Alembert equation, but also of the Klein-Gordon equation (quantum particles of spin 0) and the Dirac equation (spin 1/2 particles).
Category: Mathematical Physics

[3] viXra:2404.0092 [pdf] submitted on 2024-04-17 00:47:08

Interpreting the Evolution of an Isolated Physical System in a Deterministic World as a Markov Reward Process

Authors: Huichang Chae
Comments: 3 Pages.

This paper argues that explaining the evolution of an isolated physical system in a deterministic world using Markov reward processes implies that Nature does not prioritize immediate rewards over future rewards. The resulting equations of motion appear as differential forms of conservation laws, where the conserved quantities are the modified value functions which incorporate the reward of being in the initial state.
Category: Mathematical Physics

[2] viXra:2404.0082 [pdf] submitted on 2024-04-16 22:36:16

Superluminal Speed, the Tunnel Effect, and Quantum Mechanics

Authors: Andrzej Okniński
Comments: 4 Pages.

We investigate consequences of Galilean relativity principle postulating superluminal observers' existence, suggesting that field theory emergesfrom the extended special relativity.
Category: Mathematical Physics

[1] viXra:2404.0007 [pdf] replaced on 2024-06-03 21:18:51

Zero Quantum Gravity: Scaling and Surveying Keys

Authors: Stephen H. Jarvis
Comments: 84 Pages.

The discipline of physics tests theories with known observed phenomena. There, the credibility of any theory is how physical phenomena can be scaled, measured, and thence confirmed using numbers with dimensions in the form of theories. The idea there is to find an exact as possible match of number theory with physical phenomena. Indeed, numbers do not make reality come into existence, yet as shall be shown here numbers do in fact represent sentient based keys for understanding physical phenomena by their certain definition and association. Here the process of sentient based theoretic development is achieved through uncovering the number theory behind the workings of nature as a code for zero-dimensional time and space in then revealing the royal cubit and speed of light scaling and surveying keys.
Category: Mathematical Physics