Zobrazeno 1 - 5
of 5
pro vyhledávání: '"Fatma Buyuksaracoglu Sakalli"'
Autor:
Meltem Kurt Pehlivanoglu, Fatma Buyuksaracoglu Sakalli, Sedat Akleylek, Muharrem Tolga Sakalli
Publikováno v:
IEEE Access, Vol 11, Pp 32708-32715 (2023)
Maximum Distance Separable (MDS) matrices are used as the main component of diffusion layers in block ciphers. MDS matrices have the optimal diffusion properties and the maximum branch number, which is a criterion to measure diffusion rate and securi
Externí odkaz:
https://doaj.org/article/e713ab78569e45f0ac9a6730fcdc6d13
Autor:
Fatma Buyuksaracoglu Sakalli, Muharrem Tolga Sakalli, Sedat Akleylek, Meltem Kurt Pehlivanoglu
Publikováno v:
SIU
In this paper, a new software tool has been developed that computes the corresponding m× m binary matrix over the finite field F2 of each element which is defined over 2m F (where 3 = m = 8 ) generated by different primitive irreducible polynomials.
Publikováno v:
IOSR Journal of Computer Engineering. 19:21-26
Autor:
Gökhan Tuncay, Fatma Büyüksaraçoğlu Sakallı, Meltem Kurt Pehlivanoğlu, Gülsüm Gözde Yılmazgüç, Sedat Akleylek, Muharrem Tolga Sakallı
Publikováno v:
PeerJ Computer Science, Vol 9, p e1577 (2023)
This article presents a new hybrid method (combining search based methods and direct construction methods) to generate all $4 \times 4$4×4 involutory maximum distance separable (MDS) matrices over $\mathbf{F}_{2^m}$F2m . The proposed method reduces
Externí odkaz:
https://doaj.org/article/0b004ac1927748ccbd35e70343908b8a
Autor:
Fatma Buyuksaracoglu Sakalli, Bora Aslan, Sedat Akleylek, Muharrem Tolga Sakalli, Ercan Buluş
Publikováno v:
Mathematical Problems in Engineering. 2014:1-12
We present an algebraic construction based on state transform matrix (companion matrix) forn×n(wheren≠2k,kbeing a positive integer) binary matrices with high branch number and low number of fixed points. We also provide examples for20×20and24×24