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HomeJournalsSigma Journal of Engineering and Natural Sciences10.14744/sigma.2024.00041
SJSigma Journal of Engineering and Natural Sciences
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Article Open Access1 January 2024

Secure encryption over the ring F2 uF2 vF2 uvF2

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Neriman ŞOLT1

1Sakarya University

Sigma Journal of Engineering and Natural Sciences 2024, Vol. 42, Issue 2, pp. 529-533; doi.org/10.14744/sigma.2024.00041

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Abstract

Cryptology is a part of mathematics as encryption and decryption. The purpose of encryption is to make information incomprehensible when it is in the hands of unauthorized people. The receiver can decrypt the message that encrypted by the sender with helping of the key. The important point is that the key cannot be decrypted by other people. One Time Pad method solves this problem. The key is used only once each encryption in this method. So, the key becomes harder to guess. If the key is solved by unauthorized people, the message cannot be solved. Because of with each decryption, many meaningful messages are obtained. Every cyclic shift in a cyclic code constructs a new key and in each encryption is used the new key. Many keys are generated thanks to cyclic codes. In this paper, we improve the new encryption scheme by using the cyclic codes with One Time Pad method.

Keywords: One Time Pad Method; Cyclic Code; Ring

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ŞOLT, N.; ÇALKAVUR, S.; GÜZELTEPE, M. Secure encryption over the ring F2 uF2 vF2 uvF2. Sigma Journal of Engineering and Natural Sciences 2024, Vol. 42, pp. 529-533. https://doi.org/10.14744/sigma.2024.00041

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Publication History
Published1 January 2024
Versionv1
AccessOpen Access
10.14744/sigma.2024.00041
Related Articles
Secure encryption from cyclic codesSelda ÇALKAVUR, Murat GÜZELTEPESigma Journal of Engineering and Natural Sciences, 1 January 2022Front MatterSigma Journal of Engineering and Natural Sciences, 1 January 202421-dimensional new bi-hamiltonian integrable system Symmetries Noethers theorem and integrals of motSalih YAMAN, Devrim YAZICISigma Journal of Engineering and Natural Sciences, 1 January 2024
Sigma Journal of Engineering and Natural Sciences coverSigma Journal of Engineering and Natural Sciences Download PDF

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