BAHAR KIRIK fotoğraf
Dr. Öğr. Üyesi BAHAR KIRIK
Fen - Edebiyat Fakültesi / Matematik Bölümü

E-Posta
bahar.kirik@marmara.edu.tr
Telefon
(216) 345 11 86 / 1374
Adres
Marmara Üniversitesi - Fen - Edebiyat Fakültesi / Matematik Bölümü / GZFC003
YAYINLAR & ESERLER
MAKALELER
ULUSLARARASI
SCI, SSCI, AHCI İNDEKSLERİNE GİREN DERGİLERDE YAYINLANAN MAKALELER
1. KIRIK BAHAR,ZENGİN FÜSUN. Applications of a Special Generalized Quasi-Enstein Manifold. Bulletin of the Iranian Mathematical Society. sf 1-14, 2018. (Yayına Ulaşmak İçin Tıklayınız)
2. KIRIK BAHAR. On skew-symmetric recurrent tensor fields of second order in 4-dimensional manifolds with neutral metric signature. Publicationes Mathematicae Debrecen. Cilt 93. sf 487-509, 2018. (Yayına Ulaşmak İçin Tıklayınız)
3. KIRIK BAHAR. On Holonomy Algebras of Four-Dimensional Generalized Quasi-Einstein Manifolds. Proceedings of the National Academy of Sciences, India Section A: Physical Sciences. sf 1-9, 2018. (Yayına Ulaşmak İçin Tıklayınız)
4. ZENGİN FÜSUN,KIRIK BAHAR. Conformal mappings of nearly quasi-Einstein manifolds. Miskolc Mathematical Notes. Cilt 14. sf 629-636, 2013.
5. KIRIK BAHAR,ZENGİN FÜSUN. Conformal mappings of quasi Einstein manifolds admitting special vector fields. Filomat. Cilt 29. sf 525-534, 2015. (Yayına Ulaşmak İçin Tıklayınız)
6. HALL GRAHAM,KIRIK BAHAR. Symmetries in 4-dimensional manifolds with metric of neutral signature. Journal of Geometry and Physics. Cilt 133. sf 168-180, 2018. (Yayına Ulaşmak İçin Tıklayınız)
7. HALL GRAHAM,KIRIK BAHAR. Recurrence structures in 4 dimensional manifolds with metric of signature (plus, plus, -, -). Journal of Geometry and Physics. Cilt 98. sf 262-274, 2015. (Yayına Ulaşmak İçin Tıklayınız)
DİĞER DERGİLERDE YAYIMLANAN MAKALELER
1. KIRIK BAHAR,ZENGİN FÜSUN. Generalized quasi Einstein manifolds admitting special vector fields. Acta Mathematica Academiae Paedagogiace Nyíregyháziensis. Cilt 31. sf 61-69, 2015. (Yayına Ulaşmak İçin Tıklayınız)
2. KIRIK BAHAR,ZENGİN FÜSUN. On almost pseudo Ricci-symmetric generalized quasi-Einstein manifolds. Tensor N. S.. Cilt 75. sf 52-60, 2014.
3. KIRIK BAHAR. A note on recurrent bivectors in 4-dimensional Lorentz Manifolds. Publications de l Institut Mathématique. Cilt 103. sf 103-112, 2018. (Yayına Ulaşmak İçin Tıklayınız)
4. ZENGİN FÜSUN,KIRIK BAHAR. On a special type nearly quasi-Einstein manifold. New Trends in Mathematical Sciences. Cilt 1. sf 100-106, 2013.
ULUSAL
DİĞER DERGİLERDE YAYIMLANAN MAKALELER
1. KIRIK BAHAR. On Concircular Curvature Tensor in Space-Times. Süleyman Demirel Üniversitesi Fen Bilimleri Enstitüsü Dergisi. Cilt 22. sf 1151-1156, 2018. (Yayına Ulaşmak İçin Tıklayınız)
KİTAPLAR
Henüz içerik girilmemiş.
EDİTÖRLÜKLER
Henüz içerik girilmemiş.
BİLDİRİLER
ULUSLARARASI
1. KIRIK BAHAR,ZENGİN FÜSUN, "Some results on quasi Einstein and generalized quasi Einstein manifolds", International Conference on Applied Analysis and Mathematical Modelling (ICAAMM2015), İstanbul, 2015.
2. KIRIK BAHAR,ZENGİN FÜSUN, "Conformal mappings of quasi-Einstein manifolds admitting special vector fields", XVIII Geometrical Seminar, 2014.
3. KIRIK BAHAR,ZENGİN FÜSUN, "On almost pseudo Ricci symmetric generalized quasi-Einstein manifolds", The 13th International Conference of Tensor Society on Differential Geometry and Its Applications, and Informatics Besides, 2013.
4. KIRIK BAHAR,ZENGİN FÜSUN, "Generalized quasi-Einstein manifolds admitting special vector fields", Joint Events of Colloquium on Differential Geometry and its Applications and IX-th International Conference on Finsler Extensions of Relativity Theory, Debrecen, 2013.
5. ZENGİN FÜSUN,KIRIK BAHAR, "Pseudo Ricci symmetric generalized quasi-Einstein manifolds", International Conference on Applied Analysis and Mathematical Modelling (ICAAMM 2013), İstanbul, 2013.
6. ZENGİN FÜSUN,KIRIK BAHAR, "Conformal mapping of nearly quasi-Einstein manifolds", Algebra Geometry Mathematical Physics, Brno, 2012.
7. KIRIK BAHAR,ZENGİN FÜSUN, "On nearly quasi-Einstein manifolds", XVII Geometrical Seminar, 2012.
8. ÖZDEMİR FATMA,CANFES ELİF,KIRIK BAHAR, "On generalized concircularly recurrent Kaehlerian Weyl Spaces", Riemannian Geometry and Applications- RIGA 2011, 2011.
9. KIRIK BAHAR,HALL GRAHAM, "On some applications of Killing symmetries in 4-dimensional manifolds admitting a metric", XX GEOMETRICAL SEMINAR, Vrnjačka Banja, 2018. (Yayına Ulaşmak İçin Tıklayınız)
10. KIRIK BAHAR, "On some geometric structures of 4-dimensional manifolds", 2nd International Conference of Mathematical Sciences (ICMS 2018), İstanbul, 2018. (Yayına Ulaşmak İçin Tıklayınız)
11. KIRIK BAHAR, "Some results on recurrence structure of real and complex bivectors in space-times", Differential Geometry 2017, Poznan, 2017. (Yayına Ulaşmak İçin Tıklayınız)
12. ZENGİN FÜSUN,KIRIK BAHAR, "On a special type nearly quasi-Einstein manifold", ICAAA 2012 (International Conference on Applied Analysis and Algebra), İstanbul, 2012.
13. KIRIK BAHAR, "An investigation of symmetric and skew-symmetric recurrent tensors of second order on 4-dimensional manifolds", XIX Geometrical Seminar, Zlatibor, 2016.
14. HALL GRAHAM,KIRIK BAHAR, "Holonomy theory and recurrence of tensors on 4 dimensional manifolds", 20th International Summer School on Global Analysis and its ApplicationsGeneral Relativity: 100 years after Hilbert, Stará Lesná, 2015. (Yayına Ulaşmak İçin Tıklayınız)
ULUSAL
15. KIRIK BAHAR,ZENGİN FÜSUN, "Neredeyse yarı Einstein manifoldlarının bazı özellikleri", 13. Geometri Sempozyumu YTÜ, İstanbul, 2015.
YAYINLANMAMIŞ BİLDİRİLER
Henüz içerik girilmemiş.
ATIFLAR
2017
YAYINLAR
MAKALE
9 Puan
2017
YAYINLAR
MAKALE
36 Puan