Kayıt bulunamadı.
Ruled Invariants and Ruled Surfaces Created with Spherical Curves in Galilean Space
ORBAY KEZİBAN, AYDOĞAN DUYGU, ŞAHİN TEVFİK (2026)
Bitlis Eren Üniversitesi Fen Bilimleri Dergisi
GEOMETRIC PERSPECTIVE OF BERRYS PHASE ACCORDING TO ALTERNATIVE ORTHOGONAL MODIFIED FRAME
PARLAK ESRA, ŞAHİN TEVFİK (2025)
Journal of Science and Arts
Generalization for the Kinematics of Sliding-Rolling Motion in the Semi-Euclidean Space $${\mathbb{R}}_{\varepsilon }^{3}$$
ŞAHİN TEVFİK, ORBAY KEZİBAN, ÖZDEMİR ZEHRA (2025)
Ukrainian Mathematical Journal
Position Vectors of Curves in Isotropic Space $I^3$ and Their Relation to the Frenet Frame
ŞAHİN TEVFİK, ÖZYURT GÜLNUR (2024)
Turkish Journal of Mathematics and Computer Science
A generalization for the kinematics of sliding-rolling motion in the semi-euclidean space ℝ ε 3
ŞAHİN TEVFİK, ORBAY KEZİBAN, ÖZDEMİR ZEHRA (2024)
Ukrains’kyi Matematychnyi Zhurnal
RECTIFYING CURVES IN THE LIGHTLIKE CONE
DURMAZ HASAN, ŞAHİN TEVFİK (2024)
Journal of Science and Arts
Mannheim offsets of ruled surfaces under the 1-parameter motions
ORBAY KEZİBAN, ŞAHİN TEVFİK (2022)
Boletim da Sociedade Paranaense de Matemática
PARALLEL TRANSPORTS WITH RESPECT TO FRENET AND DARBOUX FRAMES IN THE GALILEAN SPACE
ŞAHİN TEVFİK, KARAKUŞ FATMA, ORBAY KEZİBAN (2020)
Journal of Sciences and Arts
Relaxed elastic line on an oriented surface in the Galilean space
ŞAHİN TEVFİK (2019)
International Journal of Advances in Applied mathematics and mechanics
Position vectors of curves with recpect to Darboux frame in the Galilean space G³
ŞAHİN TEVFİK, CEYLAN DİRİŞEN BUKET (2019)
Communications Faculty Of Science University of Ankara Series A1Mathematics and Statistics
Special Smarandache curves with respect to Darboux frame in Galilean3-Space
ŞAHİN TEVFİK, OKUR MERVE (2018)
International Journal of Advances in Applied mathematics and mechanics
The Fermi–Walker Derivative and Non-rotating Frame in Dual Space
ŞAHİN TEVFİK, KARAKUŞ FATMA, YAYLI YUSUF (2018)
Advances in Applied Clifford Algebras
Singularities of the Darboux ruled surface of a space curve in the pseudo-Galilean space
ŞAHİN TEVFİK (2017)
Celal Bayar Üniversitesi Fen Bilimleri Dergisi
The Rectifying Developable and Rectifying Gaussian Surface of Curves in Pseudo-Galilean Geometry
ŞAHİN TEVFİK, YİLMAZ MURTEZA (2015)
Annals of the Alexandru Ioan Cuza University - Mathematics
INTRINSIC EQUATIONS FOR A GENERALIZED RELAXED ELASTIC LINE ON AN ORIENTED SURFACE IN THE GALILEAN SPACE
ŞAHİN TEVFİK (2013)
ACTA MATHEMATICA SCIENTIA
The rectifying developable and the tangent indicatrix of a curve in Galilean 3 space
ŞAHİN TEVFİK, YILMAZ MURTEZA (2011)
Acta Mathematica Hungarica
ON SINGULARITIES OF THE GALILEAN SPHERICAL DARBOUX RULED SURFACE OF A SPACE CURVE IN G3
ŞAHİN TEVFİK, YİLMAZ MURTEZA (2011)
Ukrainian Mathematical Journal
FRACTIONAL DERIVATIVES: DEFINITIONS AND PROPERTIES
SÜSOY ATALAR ÇİĞDEM, ŞAHİN TEVFİK (2025)
9th International Conference on Computational Mathematics and Engineering Sciences, (CMES-2025) · TÜRKİYE · 17.05.2025
3-Boyutlu Öklid Uzayinda Singülerlikler Üzerine
ÜNVER DURMUŞ, ŞAHİN TEVFİK (2022)
III. INTERNATIONAL CONFERENCE ON GLOBAL PRACTISE OF MULTIDISCIPLINARY SCIENTIFIC STUDIES · KUZEY KIBRIS TÜRK CUMHURİYETİ · 15.11.2022
Position Vectors of Curves in the Isotropic Space I^3
ÖZYURT GÜLNUR, ŞAHİN TEVFİK (2021)
18th International Geometry Symposium · TÜRKİYE · 12.07.2021
SINGULARITIES OF SOME FUNCTIONS IN GALILEAN SPACE
CERİT EZGİ, ŞAHİN TEVFİK (2021)
7th IFS and Contemporary Mathematics Conference · TÜRKİYE · 25.05.2021
4 Boyutlu Galile Uzayında Bazı Fonksiyonların Tekillikleri
KARAMAN MÜCAHİT SEYFULLAH, ŞAHİN TEVFİK (2019)
6. Uluslararası Multidisipliner Çalışmaları Kongresi · Gaziantep, TÜRKİYE · 26.04.2019
Mannheim Offsets of Ruled Surfaces Under the Symmetrical Helical Motions in E3
ORBAY KEZİBAN, ŞAHİN TEVFİK (2018)
16th International Geometry Symposium · TÜRKİYE · 04.07.2018
On the Position Vector of Darboux Frames of Curves
ŞAHİN TEVFİK, ORBAY KEZİBAN (2018)
Computational Sciences Congress · Amasya, TÜRKİYE · 26.10.2018
The Fermi-Walker Derivative and Non-Rotating Frame in Dual Space
ŞAHİN TEVFİK, KARAKUŞ FATMA, ORBAY KEZİBAN (2018)
16th International Geometry Symposium · MANİSA, TÜRKİYE · 04.07.2018
On the Applications the Fermi-Walker Derivative
ŞAHİN TEVFİK, KARAKUŞ FATMA, ORBAY KEZİBAN (2018)
Computational Sciences Congress · Amasya, TÜRKİYE · 26.10.2018
The Fermi-Walker Derivative and Dual Frenet Frame
ŞAHİN TEVFİK, KARAKUŞ FATMA, YAYLI YUSUF (2018)
16th International Geometry Symposium · MANİSA, TÜRKİYE · 04.07.2018
Singularities of the Darboux Ruled Surface of a Space Curve in the Pseudo-Galilean Space
ŞAHİN TEVFİK (2017)
6th International Eurasian Conference on Mathematical Sciences and Applications (IECMSA-2017) · 15.08.2017
Special Smarandache Curves with Respect to Darboux Frame in the Galilean 3-Space
ŞAHİN TEVFİK, OKUR MERVE (2017)
6th International Eurasian Conference on Mathematical Sciences and Applications (IECMSA-2017) · 15.08.2017
Position Vectors of Curves with Respect to Darboux Frame in the Galilen 3-Space
CEYLAN DİRİŞEN BUKET, ŞAHİN TEVFİK (2017)
6th International Eurasian Conference on Mathematical Sciences and Applications (IECMSA-2017) · Budapeşte, MACARİSTAN · 15.08.2017
Intrinsic Equations for a Relaxed Elastic Line on an OrientedSurface in the Pseudo-Galilean Space
ŞAHİN TEVFİK (2017)
15th International Geometry Symposium · Amasya, TÜRKİYE · 03.07.2017
Geometric Kinematic of Sliding-Rolling Contact in Minkowski Space
ŞAHİN TEVFİK, ORBAY KEZİBAN (2017)
15th International Geometry Symposium · Amasya, TÜRKİYE · 03.07.2017
Mannheim Offsets Under the 1- Parameter Motions
ORBAY KEZİBAN, ŞAHİN TEVFİK (2016)
International Conference on Advanced Tecnology Sciences (ICAT’xxRome) · 23.11.2016
An Adjoint Approach in Minkowski 3 Space
ŞAHİN TEVFİK, ORBAY KEZİBAN (2016)
2nd International Advanced and Functional Materials Technologies (AFMAT) 2016 · Antalya, TÜRKİYE · 20.10.2016
Some Variation Problems in the Galilean Space
ŞAHİN TEVFİK (2016)
2stInternational Advanced and Functional Materials Technologies (AFMAT2016) · 20.10.2016
Intrinsic equations for a generalized relaxed elastic line on an oriented surface in the pseudo Galilian space
ŞAHİN TEVFİK (2016)
VII INTERNATIONAL JOINT CONFERENCE OF THE GEORGIAN MATHEMATICAL UNION GEORGIAN MECHANICAL UNIONS:CONTINUUM MECHANICS AND RELATED PROBLEMS OF ANALYSIS · Batum, GÜRCİSTAN · 05.09.2016
Relaxed Elastic Line of Second Kind on an Oriented Surface in the Galilean Space
ŞAHİN TEVFİK (2015)
4th INTERNATIONAL EURASIAN CONFERENCE ON MATHEMATICAL SCIENCES AND APPLICATIONS · Atina, YUNANİSTAN · 31.08.2015
On Singularities of the Galilean Spherical Darboux Ruled Surface of a Space Curvein the Pseudo-Galilean Space G1_3
ŞAHİN TEVFİK, YILMAZ MURTEZA (2014)
International Congress in Honour of Professor Ravi P. Agarwal · Bursa, TÜRKİYE · 23.06.2014
Kesirli türevli elastik eğriler
ÇİĞDEM SÜSOY ATALAR (2025)
Öğrenci: ÇİĞDEM SÜSOY ATALAR · AMASYA ÜNİVERSİTESİ · FEN BİLİMLERİ ENSTİTÜSÜ · MATEMATİK ANABİLİM DALI · Yurt İçi
Öklid uzayında farklı çatılara göre fonksiyonların tekillikleri
DURMUŞ ÜNVER (2023)
Öğrenci: DURMUŞ ÜNVER · AMASYA ÜNİVERSİTESİ · FEN BİLİMLERİ ENSTİTÜSÜ · MATEMATİK ANABİLİM DALI · Yurt İçi
Galile uzayında Darboux çatısına göre bazı fonksiyonların tekillikleri
EZGİ CERİT (2021)
Öğrenci: EZGİ CERİT · AMASYA ÜNİVERSİTESİ · FEN BİLİMLERİ ENSTİTÜSÜ · MATEMATİK ANABİLİM DALI · Yurt İçi
İzotropik uzayda eğrilerin konum vektörleri ve karakterizasyonları
GÜLNUR ÖZYURT (2021)
Öğrenci: GÜLNUR ÖZYURT · AMASYA ÜNİVERSİTESİ · FEN BİLİMLERİ ENSTİTÜSÜ · MATEMATİK ANABİLİM DALI · Yurt İçi
Galile uzayındaki eğrilerin darboux çatısına göre konum vektörleri
BUKET DİRİŞEN (2020)
Öğrenci: BUKET DİRİŞEN · AMASYA ÜNİVERSİTESİ · FEN BİLİMLERİ ENSTİTÜSÜ · MATEMATİK ANABİLİM DALI · Yurt İçi
4-boyutlu Galile uzayında bazı fonksiyonların singülerlikleri
MÜCAHİT SEYFULLAH KARAMAN (2019)
Öğrenci: MÜCAHİT SEYFULLAH KARAMAN · AMASYA ÜNİVERSİTESİ · FEN BİLİMLERİ ENSTİTÜSÜ · MATEMATİK ANABİLİM DALI · Yurt İçi
Galile uzayında eğrilerin Darboux elemanlı Smarandache eğrileri
MERVE OKUR (2018)
Öğrenci: MERVE OKUR · AMASYA ÜNİVERSİTESİ · FEN BİLİMLERİ ENSTİTÜSÜ · MATEMATİK ANABİLİM DALI · Yurt İçi