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Integers : irreducible guides in the search for a unified theory

journal contribution
posted on 06.12.2017, 00:00 by Victor Korotkikh
The notion of final theory results from a contrasting understanding of physical reality. Currently, different approaches aim to unify the four forces of nature and discuss whether a final theory may be possible. A key feature of a final theory is irreducibility, however this property has not been seriously exploited. In the paper we present an irreducible mathematical theory that describes physical systems in terms of formation processes of integer relations. The theory has integers and integer relations as the basic elements and is irreducible, because the formation processes are completely controlled by arithmetic. We suggest properties of the formationprocesses as irreducible guides in the search for a unified theory.

Funding

Category 1 - Australian Competitive Grants (this includes ARC, NHMRC)

History

Volume

35

Issue

2

Start Page

509

End Page

515

Number of Pages

7

ISSN

0103-9733

Location

Sao Paulo

Publisher

Sociedade Brasiilia De Fisica

Language

en-aus

Peer Reviewed

Yes

Open Access

No

External Author Affiliations

Faculty of Informatics and Communication; TBA Research Institute;

Era Eligible

Yes

Journal

Brazilian journal of physics.

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