On the recursive sequence D Simsek, C Cinar, R Karatas, I Yalcinkaya
International Journal of Pure and Applied Mathematics 28 (1), 117-124, 2006
102 2006 On Positive Solutions of the Difference Equation xn= xn− 5 R Karatas, C Cinar, D Simsek
Int. J. Contemp. Math. Sci 1 (10), 495-500, 2006
91 2006 Global asymptotic stability of a system of difference equations I Yalcinkaya, C Cinar, D Simsek
Applicable Analysis 87 (6), 677-687, 2008
70 2008 On the Periodicity of Solutions of the System of Rational Difference Equations x{n+1}=x(n-1)+y(n)/y(n)x(n-1)-1, y{n+1}=y(n-1)+x(n)/x(n)y(n-1)-1. AS KURBANLI, C ÇİNAR, D ŞİMŞEK
Applied Mathematics 2, 410-413, 2011
42 2011 ON THE RECURSIVE SEQUENCE x~ n~+~ 1= D Simsek, C Cinar, R Karatas, I Yalcinkaya
INTERNATIONAL JOURNAL OF PURE AND APPLIED MATHEMATICS 27 (4), 501, 2006
35 2006 On the Solutions of the Difference Equation xn= max { D Simsek, C Cinar, I Yalcinkaya
Int. J. Contemp. Math. Sci 1 (10), 481-487, 2006
31 2006 On the Solutions of the System of Difference Equations x n +1A /x n y n x n y n +1A /y n x n y n D Simsek, B Demir, C Cinar
Discrete Dynamics in Nature and Society 2009 (1), 325296, 2009
28 2009 Solutions of the rational difference equations D Simsek, B Ogul, F Abdullayev
AIP Conference Proceedings 1880 (1), 040003, 2017
22 * 2017 On a class of recursive sequence D Şimşek, A Doğan
Manas Journal of Engineering 2 (1), 16-22, 2014
20 2014 On the recursive sequence x (n+ 1)= xn-(5k+ 9)/1+ xn-4xn-9... xn-(5k+ 4) D Simsek, C Cinar, I Yalcinkaya
Taiwanese Journal of Mathematics 12 (5), 1087-1099, 2008
19 2008 On the recursive sequence xn+ 1= xn− 5 1+ xn− 2 D Simsek, C Cinar, I Yalcinkaya
Int J. Pure Appl. Math 27, 501-507, 2006
19 2006 Solution of the rational difference equation D Şimşek, B Oğul, F Abdullayev
APPLIED MATHEMATICS AND NONLINEAR SCIENCES, 2020
18 * 2020 Solutions Of The Rational Difference Equations B Oğul, D Şimşek
MANAS Journal of Engineering 6 (1), 56-74, 2020
14 * 2020 On the recursive sequence x (n+ 1)=(x (n-(4k+ 3)))/(1+∏(t= 0-2 (x (n-(k+ 1) tk)))) D Simsek, F Abdullayev
Український математичний вісник, 2016
13 2016 x_ {n+ 1}= max {(1/(x_ {n})),((y_ {n})/(x_ {n}))}, y_ {n+ 1}= max {(1/(y_ {n})),((x_ {n})/(y_ {n}))} Denklem Sistemlerinin Çözümleri Üzerine D Simsek, B Demir, AS Kurbanlı
Ahmet Keleşoğlu Eğitim Fakültesi Dergisi 28, 91-104, 2009
11 2009 Closed-form solution of a rational difference equation TF Ibrahim, AQ Khan, B Oğul, D Şimşek
Mathematical Problems in Engineering, 2021
9 2021 On the Recursive Sequence xn+ 1= xn-7/1+ xn-3 D Şimşek, PE Kyzy, MI Kyzy
Filomat, 2019
8 2019 On the Recursive Sequence xn+ 1= xn− k+ 11+ xnxn− 1… xn− k. D Simsek, FG Abdullayev
Journal of Mathematical Sciences 234 (1), 2018
8 2018 Solutions of the system of maximum difference equations D Şimşek, A Doğan
Manas Journal of Engineering 2 (2), 9-22, 2014
8 2014 x (n+ 1)= max {1\x (n-1); y (n-1)\x (n-1)}; y (n+ 1)= max {1\y (n-1); x (n-1)\y (n-1)} Fark Denklem Sisteminin Çözümleri, XXIII D Simsek, AS Kurbanlı, ME Erdoğan
Ulusal Matematik Sempozyumu 153, 04-07, 2010
8 2010 
Burak OğulIstanbul Aydın UniversityПотвърден имейл адрес: aydin.edu.tr