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Towards a discrete cosmology. Paper 12/17: On space deformations

Author:

Leon, Antonio

Category:

Research Papers

Sub-Category:

Cosmology

Language:

English

Date Published:

March 13, 2025

File:

/Research Papers-Cosmology/Download/9464

Downloads:

162

Keywords:

space expansion, space deformation, length contraction, set densely ordered, immediate successiveness, adjacency, real numbers, real intervals, Principle of Formal Dependence, self-creation, self-destruction

Abstract:

This article in the series examines certain problems related to the contraction/expansion of space that have not yet been considered by contemporary physics. It examines the way in which these contractions and expansions would have to be carried out considering the formal characteristics of the set R^3 of the 3-tuples of real numbers used as a model of the space continuum, particularly the dense order of the set of real numbers, from which the impossibility of immediate successiveness (adjacency) between its elements is derived: between any two real numbers there is always an infinity of other different real numbers. This simple and well-known numerical fact imposes certain restrictions on how space intervals could be expanded and deformed, which adds new difficulties to physical theories that make use of such space's expansions and deformations.

Comments

Ken Hoffman(United States):

It is selfish, wrong action for one author to list numerous papers in a short time seizing a monopoly of the publishing space pushing others out of view.

Posted: March 13, 2025 @ 3:24:01 pm

0 Dislikes