Gaussian tribonacci̇ numbers and chriptology methods
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Abstract (EN)
Cryptography has depended on the mathematical structures of matrices and number sequences to provide secure data transmission throughout history. This paper develops a new encryption procedure that employs Gauss Tribonacci numbers to generate cryptographic matrices. The mathematical properties such as determinant and invertibility of these matrices are further analyzed to assess their effectiveness in the encryption process that they have served as the foundation for.
Author
Fatıma Merve Şeker
How to Cite
Fatıma Merve Şeker (Master Thesis). Gaussian tribonacci̇ numbers and chriptology methods, 2025, Pamukkale University.
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