B Özden, O Yayla - Cryptography and Communications, 2020 - Springer
In this paper we study almost p-ary sequences and their autocorrelation coefficients. We first study the number ℓ of distinct out-of-phase autocorrelation coefficients for an almost p-ary …
HY Liu, KQ Feng - Acta Mathematica Sinica, English Series, 2016 - Springer
Complex periodical sequences with lower autocorrelation values are used in CDMA communication systems and cryptography. In this paper we present new nonexistence …
O Yayla - arXiv preprint arXiv:1408.6883, 2014 - arxiv.org
In this paper we study nearly perfect sequences (NPS) via their connection to direct product difference sets (DPDS). We prove the connection between a $ p $-ary NPS of period $ n …
C Lv - IEEE Transactions on Information Theory, 2017 - ieeexplore.ieee.org
We obtain new non-existence results of perfect p-ary sequences with period n (called type [p, n]). The first case contains a class with type [pm 5 (mod 8), pa qn']. The second case …
S Kurt, O Yayla - … Conference on Applications of Mathematics and …, 2017 - Springer
In this work the unsolvability of certain equations is studied in the case of cyclotomic number fields whose ring of integers is not a principal ideal domain. Winterhof et al. considered the …
Mobil iletişimde oldukça popüler olan kod bölmeli çoklu erişim (code division multiple access-CDMA) sisteminde her kullanıcı sinyallerini iletmek için farklı diziler kullanır. Bu …
Mobil iletişimde oldukça popüler olan kod bölmeli çoklu erişim (code division multiple access-CDMA) sisteminde her kullanıcı sinyallerini iletmek için farklı diziler kullanır. Bu …
The topic of this dissertation are several types of generalized difference sets in abelian groups. First, we concentrate on (q, q, q, 1)-relative difference sets with q odd, which are …
Almost p-ary perfect and nearly perfect sequences are equivalent to certain relative difference sets and direct product difference sets, respectively. This feature enables Chee …