Özen ÖZER
Özen ÖZER
Kırklareli Üniversitesinde Matematik Doçenti
klu.edu.tr üzerinde doğrulanmış e-posta adresine sahip
Başlık
Alıntı yapanlar
Alıntı yapanlar
Yıl
Extended q-Dedekind-type Daehee-Changhee sums associated with extended q-Euler polynomials
S Araci, Ö Özer
Advances in Difference equations 2015 (1), 1-5, 2015
202015
On real quadratic number fields related with specific type of continued Fractions
Ö Özer
J. Anal. Number Theory 4 (2), 85-90, 2016
102016
On the generalized C*-valued metric spaces related with Banach fixed point theory
O Ozer, S Omran
International Journal of Advanced and Applied Sciences 4 (2), 35-37, 2017
92017
Fibonacci Sequence and Continued Fraction Expansions in Real Quadratic Number Fields
Ö Özer
Malaysian Journal of Mathematical Sciences 11 (1), 97-118, 2017
72017
Common fixed point in C*-algebra b-valued metric space
Ö Özer, S Omran
AIP Conference Proceedings 1773 (1), 050005, 2016
72016
A Collection of Pellian Equation (Solutions and Properties)
MA Gopalan, S Vidhyalaksfmi, Ö Özer
Akinik Publications, New Delhi, INDIA, 2018
62018
A Note on the Structure of Certain Real Quadratic Number Fields
Ö Özer
Iranian Journal of Science and Technology, Transactions A: Science 41 (3 …, 2017
62017
Some properties of the certain-sets
Ö Özen
International Journal of Algebra and Statistics 6 (1-2), 117-130, 2017
52017
A Note on the Particular Set with Size Three
Ö Özer
Boundary Field Problems and Computer Simulation 55, 56-59, 2016
52016
On The Some Particular Sets
Ö Özen
Kırklareli Üniversitesi Mühendislik ve Fen Bilimleri Dergisi 2 (2), 99-108, 2016
52016
An Algorithm for Explicit Form of Fundamental Units of Certain Real Quadratic Fields and Period Eight
O Ozer, A Pekin
European Journal of Pure and Applied Mathematics 8 (3), 343-356, 2015
52015
Fundamental units for real quadratic fields determined by continued fraction conditions
O Ozer
AIMS Mathematics 5 (4), 2899-2908, 2020
42020
A Study On The Fundamental Unit of Certain Real Quadratic Number Fields
Ö Özer
Turkish Journal of Analysis and Number Theory (TJANT), Turkish Journal of …, 2018
42018
Notes On Especial Continued Fraction Expansions and Real Quadratic Number Fields
Ö Özen
Kırklareli Üniversitesi Mühendislik ve Fen Bilimleri Dergisi 2 (1), 74-89, 2016
42016
On a sequence formed by iterating a divisor operator
B Djamel, B Abdelmadjid, Ö Özer
Czechoslovak Mathematical Journal 69 (4), 1177-1196, 2019
32019
On a sequence formed by iterating a divisor operator
ÖÖ Bellaouar Djamel, Boudaoud Abdelmadjid
Czechoslovak Mathematical Journal 69 (4), 1177-1196, 2019
3*2019
Determination of Fundamental Units of Real Quadratic Number Fields Related with Specific Continued Fraction Expansions
Ö ÖZER
Egyptian Computer Science Journal 42 (2), 1-12, 2018
32018
A computational technique for determining the fundamental unit in explicit types of real quadratic number fields
O Ozer, ABM Salem
International Journal of Advanced and Applied Sciences 4 (2), 22-27, 2017
32017
Some results on special continued fraction expansions in real quadratic number fields
O Ozer, C Ozel
J. Math. Anal 7, 98-107, 2016
32016
A Handy Technique For Fundamental Unit in Specific Type of Real Quadratic Fields
Ö Özer
Applied Mathematics and Nonlinear Sciences 5 (1), 495-498, 2019
22019
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Makaleler 1–20