Learning Computing from Nature: Reflection on the Klein Four-Group

Information integration has been considered the key characteristic of the mechanism of consciousness. However, the mechanism of integration remains unknown. Integration can be considered in terms of the factorization of mathematical structures. This paper presented information integration as a mode...

Full description

Bibliographic Details
Main Author: Marcin J. Schroeder
Format: Article
Language:English
Published: MDPI AG 2022-03-01
Series:Proceedings
Subjects:
Online Access:https://www.mdpi.com/2504-3900/81/1/70
_version_ 1797483179898044416
author Marcin J. Schroeder
author_facet Marcin J. Schroeder
author_sort Marcin J. Schroeder
collection DOAJ
description Information integration has been considered the key characteristic of the mechanism of consciousness. However, the mechanism of integration remains unknown. Integration can be considered in terms of the factorization of mathematical structures. This paper presented information integration as a mode of encoding information. The level of integration is reflected in the logic of encoding. The frequent occurrence of Klein’s Four-Group in relevant contexts provides some clues about the integrating logic of encoding information.
first_indexed 2024-03-09T22:43:15Z
format Article
id doaj.art-1bbd3eb441b54c9cbea34eaa3945b06c
institution Directory Open Access Journal
issn 2504-3900
language English
last_indexed 2024-03-09T22:43:15Z
publishDate 2022-03-01
publisher MDPI AG
record_format Article
series Proceedings
spelling doaj.art-1bbd3eb441b54c9cbea34eaa3945b06c2023-11-23T18:33:34ZengMDPI AGProceedings2504-39002022-03-018117010.3390/proceedings2022081070Learning Computing from Nature: Reflection on the Klein Four-GroupMarcin J. Schroeder0Global Learning Center, Institute for Excellence in Higher Education, Tohoku University at Sendai, 41 Kawauchi, Aoba-ku, Sendai 980-8576, JapanInformation integration has been considered the key characteristic of the mechanism of consciousness. However, the mechanism of integration remains unknown. Integration can be considered in terms of the factorization of mathematical structures. This paper presented information integration as a mode of encoding information. The level of integration is reflected in the logic of encoding. The frequent occurrence of Klein’s Four-Group in relevant contexts provides some clues about the integrating logic of encoding information.https://www.mdpi.com/2504-3900/81/1/70information integrationirreducibilityintegrating gateKlein groupCPT symmetry
spellingShingle Marcin J. Schroeder
Learning Computing from Nature: Reflection on the Klein Four-Group
Proceedings
information integration
irreducibility
integrating gate
Klein group
CPT symmetry
title Learning Computing from Nature: Reflection on the Klein Four-Group
title_full Learning Computing from Nature: Reflection on the Klein Four-Group
title_fullStr Learning Computing from Nature: Reflection on the Klein Four-Group
title_full_unstemmed Learning Computing from Nature: Reflection on the Klein Four-Group
title_short Learning Computing from Nature: Reflection on the Klein Four-Group
title_sort learning computing from nature reflection on the klein four group
topic information integration
irreducibility
integrating gate
Klein group
CPT symmetry
url https://www.mdpi.com/2504-3900/81/1/70
work_keys_str_mv AT marcinjschroeder learningcomputingfromnaturereflectiononthekleinfourgroup