On the Norms of Geometric and Symmetric Geometric Circulant Matrices with the Tribonacci Number
Can Kizilates, Naim Tuglu
article (Uluslararası, Hakemli) | Yazar(lar): Can Kizilates, Naim Tuglu | Yıl: 2018 | Dergi/Kurum: GAZI UNIVERSITY JOURNAL OF SCIENCE | İndeks: WOS.ESCI | Anahtar Kelimeler: Tribonacci number, Circulant matrix, Spectral norms — Özet: In this paper, we study the spectral norms of the geometric circulant matrices T-r* =
In this paper, we study the spectral norms of the geometric circulant matrices T-r* = Ctirc,*(T-0, T-1, . . . ,Tn-1) and the symmetric geometric circulant matrices STr* = SCirc(r)* (T-0, T-1, . . . ,Tn-1), where T-n denotes the nth Tribonacci number and r is any complex number.