T.C. Mİllî Eğİtİm BakanlIğI
ORDU / FATSA - Fatsa Fen Lisesi
ÖZGEÇMİŞ VE ESERLER LİSTESİ
ÖZGEÇMİŞ
Adı Soyadı: Kemal EREN
Doğum Tarihi: 02.10.1981
İletişim: 05057726525/kemaleren52@gmail.com
Öğrenim Durumu:
Derece Bölüm/Program Üniversite Yıl
Lisans
Matematik Öğrt. Böl.
Ondokuz Mayıs
Üniversitesi 1997–2001
Y. Lisans FBE Matematik EABD Sakarya Üniversitesi 2010–2012
Doktora FBE Matematik EABD Sakarya Üniversitesi 2015–2019
Doçent Doktor Matematik/Geometri Üniversitelerarası Kurul
Başkanlığı
2023-…
Yüksek Lisans Tez Başlığı (özeti ekte) : Timelike Tanjant Açılabilir Yüzeyler ve
Bonnet Yüzeyler
Tez Danışmanı: Prof. Dr. Soley ERSOY
Doktora Tezi/S.Yeterlik Çalışması/Tıpta Uzmanlık Tezi Başlığı ( özeti ekte) :
Lorentz Düzleminde Burmester Teorisi
Tez Danışmanı: Prof. Dr. Soley ERSOY
Görevler:
Görev Unvanı Görev Yeri Yıl
Matematik Öğretmeni Gölköy Karahasan Ortaokulu, Ordu 2001–2004
Matematik Öğretmeni Kabataş Osman Özyurt Ortaokulu, Ordu 2004–2006
Matematik Öğretmeni Kabataş Anadolu Lisesi, Ordu 2006–2014
Matematik Öğretmeni Fatsa Lokman Hekim Mesleki ve Teknik
Anadolu Lisesi, Ordu
2014-2016
Matematik Öğretmeni Fatsa Fen Lisesi, Ordu 2016-...
A. ARAŞTIRMA VE YAYIN ETKİNLİKLERİ
A1. Makaleler
A1.1 Uluslararası hakemli dergilerde yayımlanan
A1.1. SCI (Science Citation Index) Expanded indekslerince taranan dergilerde
yayımlanan
A1.1.1.Tam metin özgün makale
A1.1.1.1. Eren K., Kosal, H.H., “Evolution of Space Curves and the Special Ruled
Surfaces with Modified Orthogonal Frame”, AIMS Mathematics, 5(3), 2027– 2039, (2020).
(SCI-E. Q1)
A1.1.1.2. Eren K., Ersoy, S., “Characterizations of Tzitzeica Curves Using Bishop
Frames.” Math Meth Appl Sci. 2022; 45(18), 12046-12059.
https://doi.org/10.1002/mma.7483 (SCI-E. Q1)
A1.1.1.3. Eren K., Yıldız, ÖG, Akyiğit, M. “Tubular surfaces associated with framed base
curves in Euclidean 3-space.” Math Meth App Sci. 2022; 45(18), 12110-12118.
https://doi.org/10.1002/mma.7590 (SCI-E. Q1)
A1.1.1.4. Y. Li, K. Eren, K. H. Ayvacı, S. Ersoy. “Simultaneous characterizations of
partner ruled surfaces using Flc frame”. AIMS Mathematics, 2022, 7(11): 20213-20229.
doi: 10.3934/math.20221106 (SCI-E. Q1)
A1.1.1.5. Y. Li, K. Eren, K. H. Ayvacı, S. Ersoy. “The developable surfaces with pointwise
1-type Gauss map of Frenet type framed base curves in Euclidean 3-space”. AIMS
Mathematics, 2023, 8(1): 2226-2239. doi: 10.3934/math.2023115 (SCI-E. Q1)
A1.1.1.6. Y. Li, K. Eren, S. Ersoy (2023). On simultaneous characterizations of
partner-ruled surfaces in Minkowski 3-space. AIMS Mathematics, 2023, 8(9):
22256-22273. doi: 10.3934/math.20231135 (SCI-E. Q1)
A1.1.1.7. N. Popovic, K. Eren, A. Savic, S. Ersoy (2023). Framed curve families ınduced
by the coupled dispersionless type equations: real and complex, Mathematics, 2023,
11(16), 3531. doi: 10.3390/math11163531 (SCI-E. Q1)
A1.1.1.8. K. Eren, K. Yesmakhanova, S. Ersoy, R. Myrzakulov, “Involute evolute curve
family induced by the coupled dispersionless equations”, Optik, Volume 270, 2022,
169915, https://doi.org/10.1016/j.ijleo.2022.169915 (SCI-E. Q2)
A1.1.1.9. Eren K., Ersoy, S., “Revisiting Burmester theory with complex forms of
Bottema’s instantaneous invariants”, Complex Variables and Elliptic Equations, 2017, Vol.
62, No. 4, 431–437. (SCI-E. Q3)
A1.1.1.10. Eren K., Ersoy, S., “Complex Coupled Dispersionless Equations in Minkowski
3- Space. “Complex Variables and Elliptic Equations, DOI:
10.1080/17476933.2022.2097665 (SCI-E. Q3)
A1.1.1.11. K. Eren. “Forming coupled dispersionless equations of families of Bertrand
curves”. Turkish Journal of Mathematics, 2023, 47(1): 87-97.
https://doi.org/10.55730/1300-0098.3347 (SCI-E. Q3)
A1.1.1.12. Eren K., “Motion of Inextensible Quaternionic Curves and Modified Korteweg
de Vries Equation”. Analele Stiintifice ale Universitatii Ovidius din Constanta, Math. Series,
30(2), 91-101, 2022. (SCI-E. Q4)
A1.1.1.13. Eren K., “Geometry of Coupled Dispersionless Equations with Mannheim
Curves”. Analele Stiintifice ale Universitatii Ovidius din Constanta, Math. Series, 31(3),
2023. (SCI-E. Q4)
A1.2. SCI (Science Citation Index)- Expanded, SSCI (Social Science Citation
Index), A&HCI (Arts and Humanities Citations Index) dışındaki indeksler
tarafından taranan dergilerde yayımlanan
A1.2.1. Tam metin özgün makale
A1.2.1.1. Ersoy, S., Eren K., “Timelike Tangent Developable Surfaces and Bonnet
Surface”, Abstract and Applied Analysis, Volume 2016, Article ID 6837543, 7 pages.
(SCOPUS)
A1.2.1.2. Eren K., Ersoy, S., “Burmester theory in Cayley–Klein planes with affine
base”, J. Geom. 109 (2018), no. 3, Art. 45, 12 pp. (ESCI)
A1.2.1.3. Eren K., Ersoy, S., “Cardan Positions in the Lorentzian Plane”, Honam Math.
J. 40 (2018), no. 1, 187–198. (ESCI)
A1.2.1.4. Eren K., Ersoy, S., “A Comparison of Original and Inverse Motion in
Minkowski Plane”, Applications and Applied Mathematics:An International Journal. 40
(2019), Special Issue No. 5, 56–67. (ESCI)
A1.2.1.5 A. Kelleci, Eren K. “On Evolution of Some Associated Type Ruled Surfaces.”
Math. Sci. Appl. E-Notes, 8(2), 178-186, (2020). (TR-DİZİN)
A1.2.1.6. Eren K., “On the Harmonıc Evolute Surfaces of Tubular Surfaces in Euclıdean
3-Space.” Journal of Science and Arts, Year 21, No. 2(55), pp. 449-460, (2021) (ESCI)
A1.2.1.7. Akyiğit M., Eren K., Kösal H.H, “Tubular Surfaces with Modified Orthogonal
Frame”, Honam Mathematical Journal, 43(3), 453-463, 2021, (ESCI)
A1.2.1.8. Kösal H.H, Eren K., “Numerical Algorithm for Solving General Linear Elliptic
Quaternionic Matrix Equations”, Fundamental Journal of Mathematics and Applications,
4(3), 180- 186, 2021. (TR-DİZİN)
A1.2.1.9. Şenyurt S., Eren K., “Some Smarandache Curves Constructed by a Spacelike
Salkowski Curve with Timelike Principal Normal”. Punjab University Journal of
Mathematics, 53(9),679-690, 2021. (ESCI)
A1.2.1.10. Eren K., “New Representation of Hasimoto Surfaces with the Modified
Orthogonal Frame”, Konuralp Journal of Mathematics, 10(1), 69-72, 2022.
(MATHSCİNET )
A1.2.1.11. Şenyurt S. Eren K. Ayvacı K. H., “A Study on Inextensible Flows of
Polynomial Curves with Flc Frame”, Applications and Applied Mathematics: An
International Journal (AAM), 17(1),123-133,2022. (ESCI)
A1.2.1.12. Eren, K., K. H. Ayvaci, and S. Senyurt. “On Characterızatıons Of Spherıcal
Curves Usıng Frenet Lıke Curve Frame.” Honam Mathematical Journal 44, no. 3
(September 1, 2022): 391–401. doi:10.5831/HMJ.2022.44.3.391. (ESCI)
A1.2.1.13. Eren, K. “A Study Of The Evolution Of Space Curves With Modified
Orthogonal Frame In Euclidean 3-Space.” Applied Mathematics E-Notes, 22(2022), 281-
286. (ESCI)
A1.2.1.14. S. Senyurt, K. Eren “On Ruled Surfaces with a Sannia Frame in Euclidean 3-
space.” Kyungpook Mathematical Journal 2022; 62(3): 509-531. (ESCI)
A1.2.1.15. K. Eren, K.H. Ayvaci, S. Senyurt. On Ruled Surfaces Constructed by the
Evolutıon of a Polynomıal Space Curve J. of Science and Arts 2023; 23(1): 77-90. (ESCI)
A1.2.1.16. K Eren, S.Ersoy, On Curve Pairs of Tzitzeica Type, Advances and Applications
in Mathematical Sciences, 22(9), 2009-2021, 2023, (ESCI)
A1.2.1.17. T Erisir, K Eren Spinor Representation of Directional q-Frame, SIGMA Journal
of Engineering and Science, (in press) 2023, (ESCI)
A1.2.1.18. K Eren, S. Şenyurt, H.K. Ayvacı, Characterizations of Tzitzeica Curves Using
Flc Frame, SIGMA Journal of Engineering and Science, (in press) 2023, (ESCI)
A1.4. Ulusal hakemli dergilerde yayımlanan
A1.4.1. Tam metin özgün makale
A1.4.1.1. Ersoy S., Eren K., “Sabit Olmayan Ortalama Eğrilikli Timelike Bonnet
Yüzeyler”, SAÜ. Fen Bilimleri Dergisi, 17. Cilt, 1. Sayı, 2013, 113-118, (TR-DİZİN).
A1.4.1.2. Eren K., “Lorentziyan Düzlem Hareketinde İkinci Eğrilik Merkezi”, BEÜ Fen
Bilimleri Dergisi, 8(4), 2019, 1154-1161, (TR-DİZİN).
A1.4.1.3. Şenyurt S., Eren K., “Spacelike Asli Normalli Spacelike Anti-Salkowski
Eğrisinin Frenet Çatısına Göre Smarandache Eğrileri”, Gümüşhane Fen Bilimleri Enstitüsü
Dergisi, 10(1), 2020,251-260, (TR-DİZİN).
A1.4.1.4. Şenyurt S., Eren K., “Smarandache Curves of Spacelike Salkowski Curve with
a Spacelike Principal Normal According to Frenet Frame”, Erzincan University Journal of
Science and Technology, 13(specıal ıssue -ı), 7-17, 2020, (TR- DİZİN).
A1.4.1.5. Şenyurt S., Eren K., Smarandache Curves of Spacelike Anti-Salkowski Curve
with a Timelike Principal Normal According to Frenet Frame. Erzincan Üniversitesi Fen
Bilimleri Enstitüsü Dergisi, 13(2), 404-416, 2020, (TR-DİZİN).
A1.4.1.6. Eren K., A. Kelleci, “On the Harmonic Evolute Surfaces of Hasimoto
Surfaces.” Adıyaman University Journal of Science, 11(1), 87-100, 2021, (TR-DİZİN).
A2. Bildiriler
Uluslararası
A2.1. Kongre, sempozyum, panel, çalıştay gibi bilimsel, sanatsal toplantılarda
sunulan ve tam metni yayımlanan
A2.1.2. Sözlü bildiri
A2.1.2.1. Eren K., Ersoy S., Circling-Point Curve in Minkowski Plane, 7th International
Eurasian Conference on Mathematical Sciences and Applications, Kyiv, Ukraine,
p. 179, 28-31 August 2018.
A2.1.2.2. Eren K., Ersoy S., Geometric Interpretation of Curvature Circles in Minkowski
Plane, 8th International Eurasian Conference on Mathematical Sciences and Applications,
Baku, Azerbaijan, p. 230, 27-30 August 2019.
A2.1.2.3. Şenyurt S., Eren K., Timelike Anti-Salkowski Eğrisinin Frenet Vektörlerinden
Eldeedilen Smarandache Eğrileri, Karadeniz 1.Uluslararası Multidisipliner Çalışmalar
Kongresi, p.667, 26.03.2019.
A2.1.2.4. Şenyurt S., Eren K., Timelike Salkowski Eğrisinin Frenet Vektörlerinden Elde
edilen Smarandache Eğrileri, Karadeniz 1.Uluslararası Multidisipliner Çalışmalar
Kongresi, p.680, 26.03.2019.
A2.2. Kongre, sempozyum, panel, çalıştay gibi bilimsel, sanatsal toplantılarda
sunulan ve özeti yayımlanan
A2.2.2. Sözlü bildiri
A2.2.2.1. Eren K., Ersoy S., “Applications of Complex Form of Instantaneous Invariants
to Planar Path-Curvature Theory”, 14th International Geometry Symposium, Pamukkale
University Denizli, Turkey, p. 123, May 25-28, 2016.
A2.2.2.2. Eren K., Ersoy S., “Burmester Theory in Affine Cayley-Klein Planes”, 15th
International Geometry Symposium, Amasya University, Amasya, Turkey, p.71, July 3-
6, 2017.
A2.2.2.3. Eren K., Ersoy S., Ergut, M., “On Cardan Position for the Lorentzian Plane
Motion of a Rigid Body”, 6th International Eurasian Conference on Mathematical
Sciences and Applications, Budapest, Hungary, p. 214, 15-18 August 2017.
A2.2.2.4. Eren K., Ersoy S., The Circling-Point Curve of Inverse Motion in Minkowski
Plane, 16th International Geometry Symposium, Manisa Celal Bayar University, Manisa-
TURKEY, p. 93. July 4-7, 2018.
A2.2.2.5. Eren K., Ersoy S., Instantaneous Kinematics of a Planar Two-Link Open Chain
in the Complex Plane 17th International Geometry Symposium Erzincan Binali Yildirim
University, Erzincan-TURKEY, p. 98., June 19-22, 2019.
A2.2.2.6. Şenyurt S., Eren K., Smarandache Curves of Spacelike Salkowski Curve with
a Spacelike Principal Normal According to Frenet Frame 17th International Geometry
Symposium Erzincan Binali Yildirim University, Erzincan-TURKEY, p. 97., June 19-22,
2019.
A2.2.2.7. Eren K., New Representation of Hasimoto Surfaces According to the Modified
Orthogonal Frame, 8th International Eurasian Conference on Mathematical Sciences and
Applications, Baku, Azerbaijan, p. 232, 27-30 August 2019.
A2.2.2.8. Eren K., Geometry of Complex Coupled Dispersionless and Complex Short
Pulse Equations by Using Bishop Frames, 8th International Eurasian Conference on
Mathematical Sciences and Applications, Baku, Azerbaijan, p. 234, 27-30 August 2019.
A2.2.2.9. Eren K., Ersoy S., On Curve Pairs of Tzitzeica Type., 9th International
Eurasian Conference on Mathematical Sciences and Applications, Skopje-North
Macedonıa, p. 136-137, 25-28 August 2020.
A2.2.2.10. K. Eren, M. Ö. Yıldız, M.Akyiğit,. Tubular Surfaces associated with Framed
Base Curves., 9th International Eurasian Conference on Mathematical Sciences and
Applications, Skopje-North Macedonıa, p. 134-135, 25-28 August 2020.
A2.2.2.11. K. Eren, S. Ersoy, “Moving Quaternionic Curves and Modified Korteweg-de
Vries Equation”, 18th International Geometry Symposium, İnönü University, Malatya-
TURKEY, p. 55., July 12-13, 2021.
A2.2.2.12. K. Eren, “Framed Developable Surfaces with Pointwise 1-Type Gauss Map”,
10th International Eurasian Conference on Mathematical Sciences and Applications,
Sakarya, Turkey, p. 147-148, 25-27 August 2021.
A2.2.2.13. K. Eren, S. Ersoy, “Hasimoto Surfaces with Pointwise 1- Type Gauss Map”,
10th International Eurasian Conference on Mathematical Sciences and Applications,
Sakarya, Turkey, p. 149-150, 25-27 August 2021.
A2.2.2.14. K. H. Ayvacı, K. Eren, S. Şenyurt, On ruled surfaces generated by dırectıon
curves wıth sannıa frame and theır characterızatıons, 6th International Conference on
Computational Mathematics and Engineering Sciences (CMES-2022), Ordu, Turkey, p.
314, 20-22.05.2022.
A2.2.2.15. K. H. Ayvacı, K. Eren, S. Şenyurt, A study on ınextensıble flows of
polynomıal curves wıth Flc frame, 6th International Conference on Computational
Mathematics and Engineering Sciences (CMES-2022), Ordu, Turkey, p. 315, 20-
22.05.2022.
A2.2.2.16. K. H. Ayvacı, K. Eren, S. Şenyurt, On Characterizations of Spherical Curves
Using Frenet Like Curve Frame, 19th International Geometry Symposium, Trakya
University, Edirne- TURKEY, p. 88., June 27-30, 2022.
A2.2.2.17. K. Eren, S. Ersoy, “Geometry of Coupled Dispersionless Equations with
Involute Evolute Curves”, 19th International Geometry Symposium, Trakya University,
Edirne- TURKEY, p. 89., June 27-30, 2022.
A2.2.2.18. H. H. Kösal, K. Eren, M. Akyiğit, “Euler and De Moivre´s Formulas for
Fundamental Matrices of Elliptic Quaternions”, 19th International Geometry Symposium,
Trakya University, Edirne- TURKEY, p. 82., June 27-30, 2022.
A2.2.2.19. H. H. Kosal, K. Eren, M. Akyigit, B. Celik, “Elliptic Quaternion Matrix Theory
and Its Applications”, 11th International Eurasian Conference on Mathematical Sciences
and Applications, Istanbul, Turkey, p. 165-166, 29 August—1 September, 2022.
A2.2.2.20. K. Eren, S. Ersoy, “Geometry of coupled dispersionless equations with
Mannheim curves”, 11th International Eurasian Conference on Mathematical Sciences
and Applications, Istanbul, Turkey, p. 170-171, 29 August—1 September, 2022.
A2.2.2.21. A. Çalışkan, K. Eren, S. Ersoy, “Dual magnetic curves and flux ruled
surfaces”, 2nd Internatıonal E-Conference On Mathematıcal And Statıstıcal Scıences: A
Selçuk Meetıng (ICOMSS´23), Selçuk University, Konya, Turkey, p. 64, June 5 – June 7,
2023.
Ulusal
A2.5. Kongre, sempozyum, panel, çalıştay gibi bilimsel, sanatsal toplantılarda
sunulan ve özeti yayımlanan
A2.5.2. Sözlü bildiri
A2.5.2.1. Ersoy S., Eren K., “Timelike tangent developable surfaces and Bonnet
surfaces” XI Geometri Sempozyumu, Ordu Üniversitesi, Ordu, 1-5 Temmuz 2013.
A2.5.2.2. Şenyurt S., Eren K., “Timelike Normalli Spacelike Salkowski Eğrilerinden Elde
Edilen Smarandache Eğrileri" 14. Ankara Matematik Günleri (AMG 2019) Gazi
Universitesi, Ankara, p. 68, 28-29 Haziran 2019.
A2.5.2.3. Şenyurt S., Eren K., “Frenet Çatısına Göre Timelike Normalli Spacelike Anti-
Salkowski Eğrisinden Elde Edilen Smarandache Eğrileri”, 32.Ulusal Matematik
Sempozyumu Ondokuz Mayıs Üniversitesi, Samsun, p.101, 31 Ağustos-3 Eylül 2019.
A2.5.2.4. Şenyurt S., Eren K., “Frenet Çatısına Göre Spacelike Normalli Spacelike Anti-
Salkowski Eğrisinden Elde Edilen Smarandache Eğrileri”, 32.Ulusal Matematik
Sempozyumu Ondokuz Mayıs Üniversitesi, Samsun, p.102, 31 Ağustos-3 Eylül 2019.
A3. Kitaplar
A3.1. Uluslararası yayınevleri ya da kuruluşlarca basılmış
A3.1.2. Kitapta bölüm yazarlığı
A3.1.2.1. Kemal Eren, "Geometry of coupled dispersionless equations by using bishop
frames". TBILISI- MATHEMATICS, Sciendo, 2020, pp. 38-47.
https://doi.org/10.2478/9788395793882-004.
A4. Çevirmenlik
A4.2. Yabancı dilden
A4.2.2.Kitapta bölüm
Atıflar
A5.1. Uluslararası
A5.1.1. Bilimsel kitapta yapılan atıf
• K. Eren, S. Ersoy, Revisiting Burmester theory with complex forms of
Bottema’s instantaneous invariants, Complex Var. Elliptic Equ., 62(4)
(2017), 431-437.
1. Cera, M., Cirelli, M., Pennestrì, E., Valentini, P. P., & Shanmukhasundaram, V. R.
(2021). Recent developments in higher path curvature analysis. In Advances in
Industrial Machines and Mechanisms (pp. 27-37). Springer (Uluslararası tanınmış
kitap)
2. Ersoy S., Tosun M., " Rolling Circles of Motions: Yesterday and Today." In book:
Models and Theories in Social Systems, 2019, DOI:10.1007/978-3-030-00084-
4_11. (Uluslararası tanınmış kitap)
• Eren K., Kosal, H.H., “Evolution of Space Curves and the Special Ruled
Surfaces with Modified Orthogonal Frame”, AIMS Mathematics, 5(3),
2027– 2039, (2020). (SCI-Exp)
3. Tuğba DEMĠRKIRAN, Torsiyon ile Modifiye Edilmiş Ortogonal Çatıda Eğriler Ve
Regle Yüzeyler, Erciyes Üniversitesi, Doktora Tezi, Kayseri, 2022.(Ulusal Tez)
• Ersoy, S., Eren K., “Timelike Tangent Developable Surfaces and Bonnet
Surface”, Abstract and Applied Analysis, Volume 2016, Article ID
6837543, 7 pages.
4. Yüksekdağ, Burcu. Lorentz uzayında bonnet yüzeyleri, Tez (Doktora)- Yıldız Teknik
Üniversitesi, Fen Bilimleri Enstitüsü, 2022
• K. Eren. ve S. Ersoy, "Timelike Bonnet surfaces with non-constant
curvature,"Sakarya University Journal of Science, vol. 17, no. 1, pp. 113-
118, 2013.
5. Yüksekdağ, Burcu. Lorentz uzayında bonnet yüzeyleri, Tez (Doktora)- Yıldız Teknik
Üniversitesi, Fen Bilimleri Enstitüsü, 2022
A5.1.2. SCI (Science Citation Index) Expanded kapsamındaki dergilerde yapılan
atıf
• K. Eren, S. Ersoy, Revisiting Burmester theory with complex forms of
Bottema’s instantaneous invariants, Complex Var. Elliptic Equ., 62(4)
(2017), 431-437.
1. Cera, M., and E. Pennestrì. (2019): "The mechanical generation of planar curves
by means of point trajectories, line and circle envelopes: a unified treatment of the
classic and generalized Burmester problem." Mechanism and Machine Theory, 142,
103580. (SCI-EXP)
2. Cera, M., and E. Pennestrì. (2019): "Higher-order curvature analysis of planar
curves enveloped by straight lines." Mechanism and Machine Theory, 134, 213-
223. (SCI-EXP)
3. Cera, M., and E. Pennestrì. (2018):” Generalized Burmester points computation by
means of Bottema’s instantaneous invariants and intrinsic geometry”, Mechanism
and Machine Theory, 129, 316-335, (SCI-EXP).
4. M. Cera, M. Cirelli, E. Pennestrì, R. Salerno, P.P. Valentini (2022):” Path-
Constrained Points synthesis of symmetric mechanisms for prescribed higher-order
curvature features”, Mechanism and Machine Theory, Volume 167, 104562, (SCI-
EXP).
• Eren K., Kosal, H.H., “Evolution of Space Curves and the Special Ruled
Surfaces with Modified Orthogonal Frame”, AIMS Mathematics, 5(3),
2027– 2039, (2020). (SCI-Exp)
5. H. K. Elsayied, A. A. Altaha, Ayman Elsharkawy (2021):” On Some Special Curves
According to the Modified Orthogonal Frame in Minkowski 3-space E 3 1, Revista
Kasmera 49(1):2-15.
6. Ayman Elsharkawy, Hoda El-Sayied, Abdallah altaha (2021): Bertrand Curves with
the Modified Orthogonal Frame in Minkowski 3-space E31, Revista de Educación
(Madrid),392(6):43: 55 (SSCI).
7. Kiziltug S., Cakmak A., Erisir T., Mumcu G., On tubular surfaces with modified
orthogonal frame in Galilean space G3, Thermal Science, 2022, 26(Spec. issue 2),
571-581.
8. N. Yüksel, B. Saltık. On inextensible ruled surfaces generated via a curve derived
from a curve with constant torsion. AIMS Mathematics, 2023, 8(5): 11312-11324.
doi: 10.3934/math.2023573
• Akyiğit M., Eren K., Kösal H.H, “Tubular Surfaces with Modified Orthogonal
Frame”, Honam Mathematical Journal, 43(3), 453-463, 2021.
9. Kiziltug S., Cakmak A., Erisir T., Mumcu G., On tubular surfaces with modified
orthogonal frame in Galilean space G3, Thermal Science, 2022, 26(Spec. issue 2),
571-581.
10. Mustafa Bilici and Gokhan Koseoglu, Tubular involutive surfaces with Frenet frame
in Euclidean 3- space, Maejo Int. J. Sci. Technol. 2023, 17(02), 96-106
• K. Eren, On The Harmonıc Evolute Surfaces Of Tubular Surfaces In
Euclıdean 3-Space, Journal of Science and Arts, 2(55), 449-460, 2021.
11. E. M. Solouma, I. Al-Dayel, Harmonic evolute surface of tubular surfaces via B-
Darboux frame in Euclidean 3-space, Adv. Math. Phys., 2021 (2021), 5269655.
https://doi.org/10.1155/2021/5269655.
• Eren K., Kelleci Akbay A. On the Harmonic Evolute Surfaces of Hasimoto
Surfaces. Adıyaman University Journal of Science. 2021; 11(1): 87-100.
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34. Şenyurt, S., et al. “Smarandache curves according to Flc-frame in Euclidean 3-
space.” Fundamentals of Contemporary Mathematical Sciences 4.1 (2023): 16- 30.
• Eren K., Ersoy, S., “Characterizations of Tzitzeica Curves Using Bishop
Frames.” Math Meth Appl Sci. 2021; 1 - 14.
https://doi.org/10.1002/mma.7483 (SCI- Exp)
35. Bahar Doğan Yazıcı, Sıddıka Özkaldı Karakuş, Murat Tosun, On Framed Tzıtzeıca
Curves In Euclıdean Space, FACTA UNIVERSITATIS (NIS) Ser. Math. Inform.,
2022, 37(2), 307-319. https://doi.org/10.22190/FUMI211025021D.
36. Özen KE, İşbilir Z, Tosun M (2022) Characterization of Tzitzeica curves using
positional adapted frame. Konuralp Journal of Mathematics 10:260-268
• Şenyurt S., Eren K., “Smarandache Curves of Spacelike Anti-Salkowski
Curve with a Timelike Principal Normal According to Frenet Frame”,
Erzincan University Journal of Science and Technology, 13(2), 404- 416,
2020.
37. S. Şenyurt, D. Canlı, E. Çan, S. G. Mazlum, Some special Smarandache ruled
surfaces by Frenet frame in E3-II Honam Mathematical Journal, Vol.44, No.4,
pp.594-617, December, 2022
38. Şenyurt, S., et al. “Smarandache curves according to Flc-frame in Euclidean 3-
space.” Fundamentals of Contemporary Mathematical Sciences 4.1 (2023): 16- 30.
39. Özen, K. “Siacci´s theorem for Frenet curves in Minkowski 3-space.” Mathematical
Sciences and Applications E-Notes 8.1 (2020): 159-167.
• Şenyurt S., Eren K., “Some Smarandache Curves Constructed From A
Spacelıke Salkowskı Curve Wıth Tımelıke Prıncıpal Normal”, Punjab
Unıversıty Journal Of Mathematıcs, Vol 53, No 9, 679-690,2021.
40. S. Şenyurt, D. Canlı, E. Çan, S. G. Mazlum, Some special Smarandache ruled
surfaces by Frenet frame in E3-II Honam Mathematical Journal, Vol.44, No.4,
pp.594-617, December, 2022
41. Şenyurt, Süleyman and Ayvacı, Kebire Hilal and Canlı, Davut, Smarandache
Curves According to Flc-frame in Euclidean 3-space, Fundamentals of
Contemporary Mathematical Sciences, Volume 4, Issue 1, 16- 30,2023.
• Eren K., Ersoy, S., “Cardan posıtıons in the Lorentzıan plane.” Honam
Mathematical Journal, 40(1), 2018,187-198.
DOI10.5831/HMJ.2018.40.1.187
42. Caglar, D., Gurses, N., Hyperbolic Number Forms of the Euler-Savary Equation,
Internatıonal Electronıc Journal Of Geometry, Volume:15, Issue:2, Pages:343-
358, DOI:10.36890/IEJG.1127959, 2022.
43. V. Galabov, R. Roussev and B. Paleva-kadiyska, "Synthesis of Four-Bar Linkages
by Four Infinitely Close Relative Positions and Pressure Angle", El-Cezeri, vol. 10,
no. 2, pp. 401-408, May. 2023, doi:10.31202/ecjse.1239481
• Akyiğit M., Eren K., Kösal H.H, “Tubular Surfaces with Modified Orthogonal
Frame”, Honam Mathematical Journal, 43(3), 453-463, 2021.
44. Kazan, A. Altin, M., “Canal Hypersurfaces Accordıng to Generalızed Bıshop
Frames In 4-Space.” Facta Unıversıtatıs-Serıes Mathematıcs And Informatıcs,
37(4), 721-738 DOI: 10.22190/FUMI220331050K, 2022.
45. Altın, M., et al. “Tubular hypersurfaces according to extended Darboux frame
field of first kind in E4.” Turkish Journal of Science 7.2 (2022): 75-84
• Kelleci, Eren K. “On Evolution of Some Associated Type Ruled Surfaces.”
Math. Sci. Appl. E-Notes, 8(2), 178-186, (2020).
46. E. Karaca, "An Examination for the Intersection of Two Ruled
Surfaces", Fundamental Journal of Mathematics and Applications, vol. 6, no. 1,
pp. 70-77, Mar. 2023, doi:10.33401/fujma.1235668
47. Çalışkan A. Characterizations of Unit Darboux Ruled Surface with Quaternions.
JNT. 2023; (42): 43-54.
• S. Senyurt, K. Eren “On Ruled Surfaces with a Sannia Frame in Euclidean
3-space.” Kyungpook Mathematical Journal 2022; 62(3): 509-531.
48. Çalışkan A. Characterizations of Unit Darboux Ruled Surface with Quaternions.
JNT. 2023; (42): 43-54.
• K. Eren and S. Ersoy, “A Comparison of Original and Inverse Motion in
Minkowski Plane,” Applications and Applied Mathematics: An
International Journal, vol. 40, Special Issue no. 5, pp. 56-67, 2019.
49. V. Galabov, R. Roussev and B. Paleva-kadiyska, "Synthesis of Four-Bar Linkages by Four
Infinitely Close Relative Positions and Pressure Angle", El-Cezeri, vol. 10, no. 2, pp. 401-408,
May. 2023, doi:10.31202/ecjse.1239481
A5.2. Ulusal
A5.2.2. Hakemli bilimsel dergilerde yapılan atıf
• Ersoy, S., Eren K., “Timelike Tangent Developable Surfaces and Bonnet
Surface”, Abstract and Applied Analysis, Volume 2016, Article ID
6837543, 7 pages.
1. Şekerci, Gülşah Aydın, and Muradiye Çimdiker (2019): "Bonnet canal surfaces."
Dokuz Eylül Üniversitesi Mühendislik Fakültesi Fen ve Mühendislik Dergisi 21(61)
195-200.
• Şenyurt S., Eren K., “Spacelike Asli Normalli Spacelike Anti-Salkowski
Eğrisinin Frenet Çatısına Göre Smarandache Eğrileri”, Gümüşhane Fen
Bilimleri Enstitüsü Dergisi, 10(1), 2020,251-260.
2. Aksan B., Gür Mazlum S. On the pole indicatrix curve of the spacelike Salkowski
curve with timelike principal normal in Lorentzian 3-space. Gümüşhane
Üniversitesi Fen Bilimleri Dergisi. 2022; 12(4): 1168-1179.
3. Özen, K. E. , Tosun, M. & Avcı, K. (2022). Type 2-Positional Adapted Frame and Its
Application to Tzitzeica and Smarandache Curves . Karatekin University Journal of
Science, 1 (1), 42-53. Retrieved from
https://dergipark.org.tr/en/pub/ckujsf/issue/74696/1227334
• Eren K., Kosal, H.H., “Evolution of Space Curves and the Special Ruled
Surfaces with Modified Orthogonal Frame”, AIMS Mathematics, 5(3),
2027– 2039, (2020).
4. Kusak Samancı, H. & Sevinç, M. (2022). Characterizations of The Ruled Surfaces
due to Modified Frame . Erzincan University Journal of Science and Technology , 15
(2) , 420-441 . DOI: 10.18185/erzifbed.997998
• Akyiğit M., Eren K., Kösal H.H, “Tubular Surfaces with Modified Orthogonal
Frame”, Honam Mathematical Journal, 43(3), 453-463, 2021.
5. Kusak Samancı, H. & Sevinç, M. (2022). Characterizations of The Ruled Surfaces
due to Modified Frame . Erzincan University Journal of Science and Technology , 15
(2) , 420-441 . DOI: 10.18185/erzifbed.997998
6. F. Almaz and M. Alyamac Kulahci, "The Physical Concepts on Special Tube Surfaces
Generated by Normal Curves in Galilean 3-Space", Bitlis Eren Üniversitesi Fen
Bilimleri Dergisi, vol. 12, no. 1, pp. 1-9, Mar. 2023,
doi:10.17798/bitlisfen.1057385
• Eren K., Ersoy, S., “Characterizations of Tzitzeica Curves Using Bishop
Frames.” Math Meth Appl Sci. 2021; 1 - 14.
https://doi.org/10.1002/mma.7483.
7. Özen, K. E., Tosun, M. & Avcı, K. (2022). Type 2-Positional Adapted Frame and Its
Application to Tzitzeica and Smarandache Curves. Karatekin University Journal of
Science, 1 (1), 42-53. Retrieved from
https://dergipark.org.tr/en/pub/ckujsf/issue/74696/1227334
• K. Eren, On The Harmonıc Evolute Surfaces Of Tubular Surfaces In
Euclıdean 3-Space, Journal of Science and Arts, 2(55), 449-460, 2021.
8. F. Almaz and M. Alyamac Kulahci, "The Physical Concepts on Special Tube Surfaces
Generated by Normal Curves in Galilean 3-Space", Bitlis Eren Üniversitesi Fen
Bilimleri Dergisi, vol. 12, no. 1, pp. 1-9, Mar. 2023,
doi:10.17798/bitlisfen.1057385
• Kelleci, Eren K. “On Evolution of Some Associated Type Ruled Surfaces.”
Math. Sci. Appl. E-Notes, 8(2), 178-186, (2020).
9. F. Almaz and M. Alyamac Kulahci, "The Physical Concepts on Special Tube Surfaces
Generated by Normal Curves in Galilean 3-Space", Bitlis Eren Üniversitesi Fen
Bilimleri Dergisi, vol. 12, no. 1, pp. 1-9, Mar. 2023,
doi:10.17798/bitlisfen.1057385
• K. Eren, Ö. G. Yıldız, M. Akyiğit, Tubular surfaces associated with framed
base curves in Euclidean 3-space, Math. Meth. Appl. Sci., (2021), 1- 9,
https://doi.org/10.1002/mma.7590.
10. F. Almaz and M. Alyamac Kulahci, "The Physical Concepts on Special Tube Surfaces
Generated by Normal Curves in Galilean 3-Space", Bitlis Eren Üniversitesi Fen
Bilimleri Dergisi, vol. 12, no. 1, pp. 1-9, Mar. 2023,
doi:10.17798/bitlisfen.1057385
B. ARAŞTIRMA PROJELERİ
B2. Ulusal
B2. 1. F20B847, FATSA FEN LİSESİ BİLİM FUARI, Bilim ve Toplum, Yürütücü, Sonuçlandı,
BİLİM TOPLUM, bilim ve Toplum Başkanlığı Programlar Müdürlüğü, Projeye
Katılma/Ayrılma Tarihleri: 01.09.2020- 31.12.2021, Proje Başlangıç/Bitiş Tarihleri:
01.09.2020- 31.12.2021.
B2. 2. 121F289, Eliptik Kuaterniyon Matris Teorisinin Geliştirilmesi Ve Uygulamaları,
1002- Hızlı Destek, Araştırmacı/Uzman, Yürürlükte, ARDEB, MFAG- Matematik Fizik
Araştırma Destek Grubu, Projeye Katılma/Ayrılma Tarihleri: 01.11.2021- 01.11.2022,
Proje Başlangıç/Bitiş Tarihleri: 01.11.2021- 01.11.2022.
B2.3. Üniversite BAP (Bilimsel Araştırma Projeleri) tarafından desteklenen proje
yürütücülüğü
B4.2. Üniversite BAP (Bilimsel Araştırma Projeleri) tarafından desteklenen
projede görev alma
C. EĞİTİM ÖĞRETİM ETKİNLİKLERİ
C1 Tez Yöneticiliği
C1.1. Doktora tezi yönetmek (Tamamlanmış)
C1.3. Yüksek lisans tezi yönetmek (Tamamlanmış)
C2. Ders Verme
C2.1. Ön lisans, Lisans, lisansüstü, tıpta uzmanlık öğrencisi dersi dahil
C2.1.1. BTB1032017251, Matematik, Ordu Üniversitesi, Fatsa Deniz Bilimleri Fakültesi /
Balıkçılık Teknolojisi Mühendisliği / Lisans, 2022-2023.
C2.2. Staj kurulu ve/veya ders kurulu başkanlığı/yıl
C2.3. Koordinatörlük/yıl
C3. Danışmanlıklar
C3.1. Ön lisans- lisans öğrenci danışmanlığı, sınıf danışmanlığı
C3.2. Lisansüstü ders danışmanlığı
D. DİĞER BİLİMSEL VE SANATSAL ETKİNLİKLER
D1. Toplantı Etkinlikleri
D1.1 Uluslararası
D1.1.1. Sempozyum ve kongre gibi etkinliklerde
D1.1.1.2. Bilim kurulu üyeliği
D1.1.1.3. Düzenleme kurulu üyeliği
D1.1.1.3.1. 11th International Eurasian Conference on Mathematical Sciences and
Applications, İstanbul, Turkey, 29.08.2022-01.09.2022.
D1.2. Ulusal
D1.2.1. Ulusal sempozyum ve kongre düzenlenmesi gibi etkinliklerde
D1.2.1.3. Düzenleme kurulu üyeliği
D6. HAKEMLİK
D6.1. SCI (Science Citation Index)- Expanded kapsamındaki dergilerde hakemlik
D6.1.1. Applied Mathematics & Information Sciences,2021.
D6.1.2. Complexity, 2022.
D6.1.3. Engineering Computations, 2023.
D6.1.4. Advances in Mathematical Physics, 2023.
D6.1.5. Demonstratio Mathematica, 2023.
D6.2. Yukarıdaki indekslere girmeyen diğer uluslararası dergilerde hakemlik
D6.2.1. Conference Proceeding of Science Technology, 2020.(4)
D6.2.2. Communications in Advanced Mathematical Sciences, 2020.(1)
D6.2.3. Konuralp Journal Mathematics (KJM), 2021.(1)
D6.2.4. Universal Journal of Mathematics and Appications, 2020, 2021,2021.(3)
D6.2.5. Maltepe Journal of Mathematics, 2021.(1)
D6.2.6. Mathematical Sciences and Applications E-Notes, 2022,2022,2023.(3)
D6.2.7. Fundamental Journal of Mathematics and Applications, 2023.(1)
D6.2.8. Journal of New Theory,2022.(1)
D6.2.9. El-Cezeri,2023.(1)
D6.2.10. İnternational Electronic Journal of Geometry,2023.(1)
D6.3. Ulusal hakemli bilimsel dergilerde
D6.3.1. Erzincan Fen Bilimleri Enstitüsü Dergisi, 2020,2021.(2)
D6.3.2. Ordu University Journal of Science and Tecnology, 2020.(1)
D6.3.3. Karatekin Üniversitesi Fen Fakültesi Dergisi,2022.
D6.3.4. Sakarya Üniversitesi Fen Bilimleri Enstitüsü Dergisi,2023.
D7. EDİTÖRLÜK
D7.2. Dergiler
D7.2.1. SCI (Science Citation Index) Expanded kapsamındaki dergilerde
editörlük
D7.2.2.Yukarıdaki indekslere girmeyen diğer uluslararası dergilerde editörlük
D7.2.2.1. Conference Proceeding of Science Technology, 2019
D7.2.2.2. Fundamental Journal of Mathematics and Applications, 2023
D7.2.2.3. Universal Journal of Mathematics and Applications, 2023
D7.2.3. Ulusal hakemli bilimsel dergilerde editörlük
D8. YURT DIŞI DENEYİMİ
D8.1. Bilimsel etkinlikler için yurt dışında bulunmak (Burslar hariç)
E1. ÖDÜLLER
E1.1. Bilim Alanında Ödüller
E1.1.2. Ulusal
E1.1.2.1. Bilimsel kuruluşlarca verilen bilim, hizmet ve teşvik ödülleri
1. Üstün Başarı Belgesi, Fatsa Kaymakamlığı, 2022.
2. Başarı Belgesi, Millî Eğitim Bakanlığı, 2022.
3. Başarı Belgesi, Millî Eğitim Bakanlığı, 2022.
4. Başarı Belgesi, Fatsa Kaymakamlığı, 2020.
5. Ödül Belgesi, Ordu Valiliği, 2018.
6. Üstün Başarı Belgesi, Fatsa Kaymakamlığı, 2018.
7. Başarı Belgesi, Fatsa Kaymakamlığı, 2017.
8. Başarı Belgesi, Fatsa Kaymakamlığı, 2015.
9. Başarı Belgesi, Kabataş Kaymakamlığı, 2014.
10. Takdir Belgesi, Kabataş Kaymakamlığı, 2010.
11. Aylıkla Ödüllendirme Belgesi, Millî Eğitim Bakanlığı, 2009.
12. Teşekkür Belgesi, Kabataş Kaymakamlığı, 2009.
13. Teşekkür Belgesi, Kabataş İlçe Milli Eğitim Müdürlüğü, 2009.
14. Terfi Ödül Belgesi, Milli Eğitim Bakallığı, 2009.
15. Takdir Belgesi, Kabataş Kaymakamlığı, 2008.
