Doç. Dr. ŞEYDA KILIÇOĞLU

İlköğretim Matematik Öğretmenliği Programı



Tel : 0312 246 6621
E-Posta : seyda[at]baskent.edu.tr
  • Doktora (2006), Ankara Üniversitesi, Matematik
  • Yüksek Lisans (1992), Ankara Üniversitesi, Matematik
  • Lisans (1985), Ondokuz Mayis Üniversitesi, Matematik Öğretmenliği

Çalışma Alanları


  • DİFERANSİYEL GEOMETRİ, GEOMETRİ, ANALİTİK GEOMETRİ, SAYILAR TEORİSİ

  • MATEMATİK VE MATEMATİK EĞİTİMİ, GEOMETRİ EĞİTİMİ

Patentler


  • Tepecik A, Kılıçoğlu Ş. KONİ DERS ARACI, Türk Patent Enstitüsü, 05/07/2017

  • Tepecik A, Kılıçoğlu Ş. Bir ders aracı Koni seti, Türk Patent Enstitüsü, 23/08/2017

  • Kılıçoğlu Ş, Eser B. Trigonometrik Çember, BITTO, 29/09/2018

  • Kılıçoğlu Ş, Aktaş F. Bir Eğitim Materyali; Eğri Altında Kalan Alan, BU-BITTO, 22/08/2019

Makaleler


  • Kılıçoğlu Ş, Şenyurt S. ON THE INVOLUTE D-SCROLL IN EUCLIDEAN 3-SPACE. INternational J.Math.Combin, 2019; 3:1-10. ( Zentralblatt Math )

  • Kılıçoğlu Ş, Şenyurt S. On the Cubic Bezier Curves in E^3. Ordu üniversitesi Bilim ve Teknoloji Dergisi, 2019; 9(2):83-97.

  • Kılıçoğlu Ş, Şenyurt S. On the second order involute of a spacelike curvewith timelike binormalin IL 3. SCİENTİA MAGNA, 2019; :-.

  • Kılıçoğlu Ş, Şenyurt S, Kocayiğit H. On the striction curves of Mannheim Frenet ruled surface in E^3. New Trends in Mathematics, 2018; 6(4):196-202. ( ULAKBİM )

  • Kılıçoğlu Ş, Şenyurt S. An Examination Perpendicular Transversal Intersection of IFRS and MFRS E^3. Turkish Journal of Mathmatics and Computer science, 2018; 9:71-79.

  • Kılıçoğlu Ş, Şenyurt S. An Examination of Perpendicular Intersections of BFRS and MFRS in E3. JGSP, 2018; 48:33-45. ( Scobus )

  • Kılıçoğlu Ş, Şenyurt S. "ON THE SECOND ORDER INVOLUTE CURVES IN E3. Communications Faculty of Sciences University of Ankara Series A1: Mathematics and Statistics., 2017; 66(2):332-339. ( Zentralblatt Math )

  • Kılıçoğlu Ş, Şenyurt S, Çalışkan A. On the Tangent Vector Fields of Striction Curves Along the. International J.Math. Combin., 2017; 2:33-43. ( Zentralblatt Math )

  • Şenyurt S, Çalışkan A, Kılıçoğlu Ş. A New Approach on the Striction Curves Belonging to Bertrandian Frenet Ruled Surfaces. INTERNATIONAL JOURNAL OF MATHEMATICAL COMBINATORICS, 2017; 2:10-. ( Mathematical Reviews (USA), Zentralblatt Math )

  • Kılıçoğlu Ş, Şenyurt S. Darboux vector field of the third order Mannheim Partner curves in E^3. Ordu Üniv. Bil. Tek. Dergisi, 2017; 7(1):131-134.

  • Kılıçoğlu Ş, Şenyurt S. An examination on helix as involute, Bertrand mate and Mannheim partner of. Bulletin of Mathematical Analysis and Applications, 2017; :-. ( DOAJ )

  • Kılıçoğlu Ş, Şenyurt S. On the Differential Geometric Elements of Bertrandian Darboux ruled surface in E^3. SAKARYA ÜNİVERSİTESİ FEN BİLİMLERİ ENSTİTÜSÜ DERGİSİ, 2017; 21(3):-. ( TUBİTAK-ULAKBİM Mühendislik ve Temel Bilimler Veritabanı )

  • Kılıçoğlu Ş, Şenyurt S. On the Second Order Mannheim Partner Curve in E3. International J.Math. Combin., 2017; 1(1):71-77. ( Mathematical Reviews (USA), )

  • Kılıçoğlu Ş, Şenyurt S. On the n th order Bertrand mate curves in E^3. Thai J. Math, 2017; :-. ( Scopus )

  • Kılıçoğlu Ş, Şenyurt S. ON THE DIFFERENTIAL GEOMETRIC ELEMENTS OF MANNHEIM DARBOUX RULED SURFACE IN E^3. Applied Mathematical Sciences., 2016; 10(62):3087-3094. ( SCOPUS )

  • Kılıçoğlu Ş. An examination on the Mannheim Frenet ruled surf ace based on the normal vector fields. Konuralp Journal of Mathematics , 2016; 4(2):223-229. ( Zentralblatt Math )

  • Kılıçoğlu Ş, Şenyurt S, Çalışkan A. ON THE STRICTION CURVES OF INVOLUTIVE FRENET RULED SURFACES IN E3. Konuralp Journal of Mathematics, 2016; 4(2):282-289. ( Zentralblatt Math )

  • Kılıçoğlu Ş, Şenyurt S. On the singularity and distribution parameters of involutive and Bertrandian Frenet ruled surfaces in E3. New Trends in Mathematical Sciences, 2016; 3(4):180-185. ( Zentralblatt Math )

  • Kılıçoğlu Ş, Şenyurt S, Çalışkan A. On the striction curves along the involutive and Bertrandian Darboux ruled surfaces based on the normal vector fields. New Trends in Mathematical Sciences, 2016; 4(4):128-136. ( Zentralblatt Math )

  • Kılıçoğlu Ş. On the Darboux ruled surface along the general helix in Nil space Nil3. New Trends in Mathematical Sciences, 2016; 4(1):15-24. ( Zentralblatt Math )

  • Kılıçoğlu Ş, Şenyurt S, Hacısalihoğlu H. An Examination on the Positions of Frenet Ruled Surfaces along Bertrand Pairs \alpha and \alpha* according to their Normal Vector Fields in E^3". Applied Mathematical Sciences., 2015; 9(142):7095-7103. ( SCOPUS )

  • Kılıçoğlu Ş, Hacısalihoğlu H, Şenyurt S. On the fundamental forms of the B-scroll with null directrix and Cartan frame in Minkowskian 3-space. Applied Mathematical Sciences, 2015; 9(80):3957-3965. ( SCOPUS )

  • Şenyurt S, Kılıçoğlu Ş. ON THE DIFFERENTIAL GEOMETRIC ELEMENTS OF THE INVOLUTE ~D-SCROLL. Advances in Applied Clifford Algebras, 2015; :-. ( SCI-Exp : Science Citation Index-Expanded (SCI dahil) )

  • Kılıçoğlu Ş, Şenyurt S, Hacısalihoğlu H. On the Striction Curves of Involute and Bertrandian Frenet Ruled Surfaces in E3. Applied Mathematical Sciences., 2015; 9(142):7081-7094. ( SCOPUS )

  • Kılıçoğlu Ş. On the Explicit Parametric Equation of a General Helix with First and Second Curvature in Nil 3-Space. Pure and Applied Mathematics Journal, 2015; 4:19-23. ( Zentralblatt Math )

  • Kılıçoğlu Ş, Hacısalihoğlu H. ON THE RULED SURFACES WHOSE FRAME IS THE BISHOP FRRAME IN THE EUCLIDEAN 3-SPACE. International Electronic Journal of Geometry, 2013; 6(2):110-117. ( Zentralblatt Math )

  • Kılıçoğlu Ş, Hacısalihoğlu H. On the b-scrolls with time-like generating vector in 3-dimensional Minkowski space E 3 1. Beykent University Journal of Science and Technology, 2008; 3(2):55-67.

  • Kiliçoğlu Ş. On the b-scrolls with time-like directrix in 3-dimensional Minkowski Space. Beykent University Journal of Science and Technology, 2008; 2(2):206-.

Bildiriler


  • Şenyurt S, Kılıçoğiu Ş, Bozyokuş H. Lorentz uzayında timelike involüt eğrisinin invölütü. 32. ULUSAL MATEMAT?K SEMPOZYUMU: Samsun; 31/08/2019 - 03/09/2019

  • Kılıçoğlu Ş, Şenyurt S. On the involute curve of the cubic Bezier curves in E^3. IECMSA 8 th 2019: ; 27/08/2019 - 30/08/2019

  • Kılıçoğlu Ş, Şenyurt S. On the Curves N - T ×N× in E3. 17th International Geometry Symposium: Erzincan; 19/06/2019 - 22/06/2019

  • Kılıçoğlu Ş, Şenyurt S. An examination on curves with common principal normal and N-T^{?}B^{?} in E³. IECMSA 2018: Kiev UKRAYNA; 28/08/2018 - 31/08/2018

  • Kılıçoğlu Ş. An examination on NP^{?} curves in E³. IECMSA 2018: Kiev UKRAYNA; 28/08/2018 - 31/08/2018

  • Kılıçoğlu Ş, Şenyurt S. An examination on Frenet apparatus of the cubic Bezier curves in E³. IECMSA 2018: Kiev UKRAYNA; 28/08/2018 - 31/08/2018

  • Kılıçoğlu Ş, Şenyurt S. An examination on curves with common principal normal and Darboux vectors in E³. 16 th International Geometry Symposium: Manisa; 04/07/2018 - 07/07/2018

  • Kılıçoğlu Ş, Eser B. Bir Eğitim Materyali Tasarımı: Trigonometrik Çember. ICOPFE 2018: KIBRIS; 02/05/2018 - 04/05/2018

  • Kılıçoğlu Ş. Bir Eğitim Materyali Tasarımı: Çember ve Daire Seti. ICOPFE 2018: KIBRIS; 02/05/2018 - 04/05/2018

  • Tepecik A, Kılıçoğlu Ş. Bir Patent Başvurusu: Geometrik Ders Aracı Konik Seti. UBEK- ICSE: Afyon; 23/03/2018 - 25/03/2018

  • Kılıçoğlu Ş, Şenyurt S. On the casual characteristics of higher order Bertand mate, involute curve, Mannheim of a non-null curve in IL³. IECMSA 2017: Budapeşte; 15/08/2017 - 18/08/2017

  • Kılıçoğlu Ş, Şenyurt S. On the second order involute of a space-like curve with time-like binormal in IL3.. IECMSA 2017: Budapeşte; 15/08/2017 - 18/08/2017

  • Kılıçoğlu Ş, Şenyurt S. An examination on helix as involute, Bertrand mate and Mannheim partner of. ICANAS: Antalya; 18/04/2017 - 21/04/2017

  • Kılıçoğlu Ş, Şenyurt S. On the n th order Bertrand mate curves in E3. IECMSA 2016: Belgrade; 16/08/2016 - 19/08/2016

  • Kılıçoğlu Ş, Şenyurt S, Çalışkan A. On the striction curvesof Involutive Frenet ruled surface in E3. IECMSA 2016: Belgrade; 16/08/2016 - 19/08/2016

  • Kılıçoğlu Ş, Şenyurt S. On the Differential Geometric Elements of Mannheim Darboux Ruled Surface in E³. IECMSA 2016: Belgrade; 16/08/2016 - 19/08/2016

  • Kılıçoğlu Ş. An Examination on Mannheim Frenet Ruled Surface Based on Normal Vector Fields in E³. IECMSA 2016: Belgrade; 16/08/2016 - 19/08/2016

  • Kılıçoğlu Ş, Şenyurt S. On the second order Involute curves in Euclidean 3-space.. 14 th İnternational Geometry Symposium: Denizli; 25/05/2016 - 28/05/2016

  • Kılıçoğlu Ş, Şenyurt S. On the second order Mannheim Partner curves in Euclidean 3-space.. 14 th İnternational Geometry symposium: Denizli; 25/05/2016 - 28/05/2016

  • Kiliçoğlu Ş, Şenyurt S. On the Singularity and Developability Involutive and Bertrandian Frenet ruled surfaces in E3. ICANAS: Antalya; 21/04/2016 - 23/04/2016

  • Kılıçoğlu Ş, Şenyurt S, Çalışkan A. An examination on the striction curves of Involutive and Bertrandian Frenet ruled surfaces based on the tangent vector fields in E³.. AMS: ANTALYA/ TURKEY; 05/11/2015 - 07/11/2015

  • Kılıçoğlu Ş, Şenyurt S, Çalışkan A. An examination on the striction curves along Bertrandian Frenet ruled surfaces based on the tangent vector fields in E³.. AMS: ANTALYA/ TURKEY; 05/11/2015 - 07/11/2015

  • Kılıçoğlu Ş, Şenyurt S, Hacısalihoğlu H. An examination on the positions of Frenet ruled surfaces along the Bertrand pairs ? and ?^{?}, according to their normal vector fields in Euclidean 3-space.. IECMSA 2015: Atina; 31/08/2015 - 03/09/2015

  • Kılıçoğlu Ş, Güray Ş, Koştur M. Investigating the Concept Knowledge of Prospective Elementary and Secondary Mathematics Teachers. IECMSA 2015: Atina; 31/08/2015 - 03/09/2015

  • Güray Ş, Kılıçoğlu Ş, Koştur M. Concept Association of prospective Elementary and Secondary Mathematics teachers. IECMSA 2015: Atina; 31/08/2015 - 03/09/2015

  • Kiliçoğlu Ş. SOME RESULTS ON FRENET RULED SURFACES ALONG THE EVOLUTE-INVOLUTE CURVES, BASED ON NORMAL VECTOR FIELDS IN E3. Seventeenth International Conference on Geometry, Integrability and Quantization: Varna BULGARIA; 05/06/2015 - 10/06/2015

  • Kılıçoğlu Ş. An examination on the positions of Frenet ruled surfaces along the evolute-involute curves, according to their normal vector fields in Euclidean 3-space. ICRAPAM 2014: ANTALYA; 06/11/2014 - 11/11/2014

  • Kılıçoğlu Ş, Hacısalihoğlu HH. On the parametric equations of the Binormal ruled surfaces of general helices in Nil space Nil³.. IECMSA_2014_III rd International Eurasian Conference on Mathematical Sciences and applications: Vienna-Austria; 25/08/2014 - 28/08/2014

  • Kılıçoğlu Ş, Hacısalihoğlu HH. On the rectifying developable surface, D-scroll, along the Bertrand curves in Euclidean 3-space.. IECMSA 2014: Vienna-Austria; 25/08/2014 - 28/08/2014

  • Kılıçoğlu Ş, Hacısalihoğlu H. On the Fundamental Forms of the Involute Rectifying Developable Surface in the Euclidean 3-space.. IECMSA2013-II. ULUSLARARASI AVRASYA: SARAYBOSNA-BOSNAHERSEK; 03/07/2013 - 07/07/2013

  • Kılıçoğlu Ş, Hacısalihoğlu HH. On the ruled surfaces whose frames are Bishop frame in the Euclidean 3-space. IECMSA2013-II. ULUSLARARASI AVRASYA: SARAYBOSNA-BOSNAHERSEK; 03/07/2013 - 07/07/2013

  • Kılıçoğlu Ş. On the Involute D-scroll In the Euclidean 3-space E^3. 14th International Conference Approximation Theory: San Antonio, TX, ABD; 07/04/2013 - 10/04/2013

  • Kılıçoğlu Ş, Şenyurt S. An examination perpendicular transversal intersection of IFRS and MFRS in E³.. 15 th International Geometry Symposiyum: Amasya; 03/07/1017 - 06/07/2017

  • Kılıçoğlu Ş. An examination on perpendicular transversal intersection of IFRS and BFRS in E3.. 15 th International Geometry Symposiyum: Amasya; 03/07/1017 - 06/07/2017

  • Kılıçoğlu Ş, Şenyurt S. An examination perpendicular transversal intersection of BFRS and MFRS in E³.. 15 th International Geometry Symposiyum: Amasya; 03/07/1017 - 06/07/2017

  • Kılıçoğlu Ş, Şenyurt S. Perpendicular transversal intersection of IFRS, BFRS, and MFRS in E³.. 15 th International Geometry Symposiyum: Amasya; 03/07/1017 - 06/07/2017