Publication:
Affine Magic Cubes of Order 4: Concepts and Applications

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Issued Date

2022

Resource Type

Article

Language

eng

File Type

application/pdf

ISSN

1611712

DOI

10.1155/2022/2578562

Rights Holder(s)

Scopus

Bibliographic Citation

Frontiers in Psychology. Vol 13, No. (2022)

Suggested Citation

Duangmoon S., Kanokladarom P., Pongprasert S., Rungratgasame T., Srithaisong N. Affine Magic Cubes of Order 4: Concepts and Applications. Frontiers in Psychology. Vol 13, No. (2022). doi:10.1155/2022/2578562 Retrieved from: https://hdl.handle.net/20.500.14740/9464

Title

Affine Magic Cubes of Order 4: Concepts and Applications

Author(s)

Duangmoon S.
 Kanokladarom P.
 Pongprasert S.
 Rungratgasame T.
 Srithaisong N.

Abstract

We convert a classical magic cube of order 4, which is an arrangement of 1,2,.,64, to a cube of order 4 whose entries belong to F26. By using finite-dimensional vector spaces over the field F2, we introduce the notion of affine magic cubes and study their properties. The obtained results can be applied to describe some features of various types of magic cubes of order 4. © 2022 Siriyakorn Duangmoon et al.

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URI

https://hdl.handle.net/20.500.14740/9464

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Scopus: Year 2022

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