In this study, it is investigated that the Schur stable difference equation systems $y(n+k)=Cy(n)$ under which perturbations remains Schur stable. Some continuity theorems of the first order systems in the literature are reexpressed for the $kth$ order system $y(n+k)=Cy(n)$. All the results obtained are also supplemented by numerical examples.
Primary Language  en 

Subjects  Engineering 
Journal Section  Articles 
Authors 

Bibtex  @research article { konuralpjournalmath412288,
journal = {Konuralp Journal of Mathematics (KJM)},
issn = {},
eissn = {2147625X},
address = {Mehmet Zeki SARIKAYA},
year = {2018},
volume = {6},
pages = {98  101},
doi = {},
title = {Sensitivity of Schur Stability of the \$kth\$ Order Difference Equation System \$y(n+k)=Cy(n)\$},
key = {cite},
author = {Duman, Ahmet and Çelik Kızılkan, Gülnur and Aydın, Kemal}
} 
APA  Duman, A , Çelik Kızılkan, G , Aydın, K . (2018). Sensitivity of Schur Stability of the $kth$ Order Difference Equation System $y(n+k)=Cy(n)$. Konuralp Journal of Mathematics (KJM), 6 (1), 98101. Retrieved from http://dergipark.gov.tr/konuralpjournalmath/issue/31478/412288 
MLA  Duman, A , Çelik Kızılkan, G , Aydın, K . "Sensitivity of Schur Stability of the $kth$ Order Difference Equation System $y(n+k)=Cy(n)$". Konuralp Journal of Mathematics (KJM) 6 (2018): 98101 <http://dergipark.gov.tr/konuralpjournalmath/issue/31478/412288> 
Chicago  Duman, A , Çelik Kızılkan, G , Aydın, K . "Sensitivity of Schur Stability of the $kth$ Order Difference Equation System $y(n+k)=Cy(n)$". Konuralp Journal of Mathematics (KJM) 6 (2018): 98101 
RIS  TY  JOUR T1  Sensitivity of Schur Stability of the $kth$ Order Difference Equation System $y(n+k)=Cy(n)$ AU  Ahmet Duman , Gülnur Çelik Kızılkan , Kemal Aydın Y1  2018 PY  2018 N1  DO  T2  Konuralp Journal of Mathematics (KJM) JF  Journal JO  JOR SP  98 EP  101 VL  6 IS  1 SN  2147625X M3  UR  Y2  2018 ER  
EndNote  %0 Konuralp Journal of Mathematics (KJM) Sensitivity of Schur Stability of the $kth$ Order Difference Equation System $y(n+k)=Cy(n)$ %A Ahmet Duman , Gülnur Çelik Kızılkan , Kemal Aydın %T Sensitivity of Schur Stability of the $kth$ Order Difference Equation System $y(n+k)=Cy(n)$ %D 2018 %J Konuralp Journal of Mathematics (KJM) %P 2147625X %V 6 %N 1 %R %U 
ISNAD  Duman, Ahmet , Çelik Kızılkan, Gülnur , Aydın, Kemal . "Sensitivity of Schur Stability of the $kth$ Order Difference Equation System $y(n+k)=Cy(n)$". Konuralp Journal of Mathematics (KJM) 6 / 1 (April 2018): 98101. 