Özgeçmiş, Erhan Güler

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1 Son güncelleme: 15 Ocak Özgeçmiş, Erhan Güler Eğitim Adres (iş) e-posta Bartın Üniversitesi Fen Fakültesi Matematik Bölümü Bartın, Türkiye eguler@bartin.edu.tr Telefon Faks Derece Bölüm / Program Üniversite Yıllar Doktora Y.L. Lisans Doktora tez başlığı ve danışmanı Matematik / Geometri Matematik / Geometri Matematik Ankara Üniversitesi Ankara, Türkiye Gazi Üniversitesi Ankara, Türkiye Ondokuz Mayıs Üniversitesi Samsun, Türkiye 3-boyutlu Minkowski uzayında lightlike üreteç eğrili timelike helisoidal ve dönel yüzeyler Eyl Nis Eyl Şub Eyl Tem Đlk danışman Danışman : Prof. Dr. H. Hilmi Hacısalihoğlu : Prof. Dr. Yusuf Yaylı Đlgi alanları Matematik, geometri, Öklid ve Öklid-dışı geometri diferansiyel geometri, yüzey teori, minimal yüzey teori, kompleks analiz, bilgisayar grafikleri Mathematica, Maple, Matlab, Latex, Visu Math, Scientific Work Place Görevleri Görev Yer Yıllar Yrd. Doç. Dr. Doktora Sonrası Araştırmacı Yrd. Doç. Dr. Davetli Araştırmacı Yrd. Doç. Dr. Öğretim Üyesi Dr. Doktora Sonrası Araştırmacı Dr., Mat. Öğrt. Mat. Öğrt. Mat. Öğrt. Kobe Üniversitesi Matematik Bölümü, Geometri Anabilim Dalı Kobe, Japonya Granada Üniversitesi Geometri ve Topoloji Bölümü Granada, Đspanya Bartın Üniversitesi Fen Fakültesi, Matematik Bölümü Bartın, Türkiye Katholieke Leuven Üniversitesi Matematik Bölümü, Geometri Anabilim Dalı Leuven, Belçika Milli Eğitim Bakanlığı (MEB), Liseler Ankara, Türkiye Ankara, Türkiye Samsun, Türkiye Reviewer Mathematical Reviews AMS / MathSciNet Reviewer 2014-

2 Son güncelleme: 15 Ocak Araştırma, destek ve burslar 2219-BĐDEB Yurt Dışı Doktora Sonrası Araştırma Bursu: TUBITAK, akademik yılı, 2 ay, 2 Temmuz Ağustos 2014, Doktora sonrası araştırmacı, Kobe Üniversitesi, Matematik Bölümü, Geometri Anabilim Dalı, Kobe, Japonya Yurt Dışı Davetli Araştırmacı: akademik yılı, Nisan 2014, Granada Üniversitesi, Geometri ve Topoloji Bölümü, Granada, Đspanya 2224-Yurt Dışı Bilimsel Etkinliklere Katılma Desteği: TUBITAK, akademik yılı, Temmuz 2013, 30 dk. bildirili konuşma, GeLoSP2013, VII International Meetings on Lorentzian Geometry, Sao Paulo Üniversitesi, Sao Paulo, Brezilya 2219-BĐDEB Yurt Dışı Doktora Sonrası Araştırma Bursu: TUBITAK, akademik yılı, 9 ay, 17 Ekim Temmuz 2012, Doktora sonrası araştırmacı Katholieke Leuven Üniversitesi, Matematik Bölümü, Geometri Anabilim Dalı, Leuven, Belçika Seminerler Helicoidal surfaces of value m. Kyushu Üniversitesi, Matematik Fakültesi, Fukuoka, Japonya, 11 Temmuz On Bour s minimal surface, Katholieke Leuven Üniversitesi, Matematik Bölümü, Leuven, Belçika, 10 Şubat Ödüller TÜBĐTAK Uluslararası Bilimsel Yayınları Teşvik Ödülleri: Generalized Bour s theorem. TÜBĐTAK, 2015 Bour s theorem on Gauss map in 3-Euclidean space. TÜBĐTAK, 2010 Bour's theorem in Minkowski 3-space. TÜBĐTAK, 2006 A. Uluslararası yayınlar (incelemede olanlar dahil) A18. Güler, E. Helicoidal surfaces of value (m,n) in 3-space, incelemede (SCI Exp.). A17. Güler, E., Zambak, V. Henneberg s zmc surface in Minkowski geometry, incelemede (SCI Exp.). A16. Güler, E., Yaylı, Y. Generalized Bour theorem in Minkowski 3-space, incelemede (SCI Exp.). A15. Güler, E., Saraçoğlu, S. Polynomial zmc surfaces in Minkowski 3-space, incelemede (SCI Exp.). de Bour un maksimal yüzeyi,, çizim: Güler A14. Güler, E., Konnai, S., Yasumoto, M. Bour surface companions in non-euclidean space forms, incelemede (SCI Exp.). A13. Güler, E. Degree and integral free forms for the family of higher order Enneper minimal surfaces, incelemede (SCI Exp.). A12. Güler, E. Class, degree and integral free forms for the family of Bour s minimal surfaces, incelemede (SCI Exp.). A11. Güler, E. Bour's spacelike maximal and timelike minimal surface in three dimensional Lorentz-Minkowski space, incelemede (SCI Exp.). A10. Xu, G., Hui, K., Wang, G., Güler, E. Quasi harmonic method for solving Plateau-Bézier problems, incelemede (SCI Exp.). A9. Güler, E., Yaylı, Y. Timelike linear Weingarten helicoidal and rotational surfaces of (S,L), (T,L) and (L,L)-types, incelemede (SCI Exp.). A8. Güler, E., Yaylı, Y. Generalized Bour s theorem, Kuwait Journal of Science, kabul edildi (2015) (SCI Exp.). A7. Güler, E. A new kind of helicoidal surface of value m, International Electronic Journal of Geometry, 7-1 (2014), A6. Güler, E. III Laplace-Beltrami operator and (S,L)-type rotational surface. Mathematica Aeterna, 2-10 (2012), A5. Güler, E., Hacısalihoğlu, H.H. Timelike rotational surfaces with lightlike profile curve. Communications de la Faculté des Sciences de l'université d'ankara. Séries A1: Mathematics and Statistics, 60-1 (2011), A4. Güler, E., Yaylı, Y., Hacısalihoğlu, H.H. Bour s theorem on Gauss map in 3-Euclidean space. Hacettepe Journal of Mathematics and Statistics, 39-4 (2010), (SCI Exp.). A3. Güler, E., Vanlı, A. On the mean, Gaussian, second Gaussian and the second mean curvature of the helicoidal surfaces with lightlike axis in,. Tsukuba Journal of Mathematics, 32-1 (2008), 1-17.

3 Son güncelleme: 15 Ocak A2. Güler, E. Bour s theorem and lightlike profile curve. Yokohama Mathematical Journal, 54-1 (2007), A1. Güler, E., Vanlı, A. Bour's theorem in Minkowski 3-space. Kyoto Journal of Mathematics, 46-1 (2006), (SCI Exp.). B. Uluslararası sempozyumlar B4. Güler, E. Bour's minimal surface revisited: the irreducible implicit equation of the incomplete surface. International Mathematics Symposium, KMD Karatekin Mathematics Days 2014, Çankırı, Türkiye, B3. Güler, E. Bour's minimal surface in three dimensional Lorentz-Minkowski space. Sao Paulo University, GeLoSP2013, VII International Meetings on Lorentzian Geometry, Sao Paulo, Brezilya, B2. Güler, E., Ikawa, T. Bour s theorem with lightlike axis in,. The Conference of the Mathematical Society of Japan, Saitama University, Saitama, Japonya, B1. Güler, E., Vanlı, A. On the mean, Gaussian, the second mean and the second Gaussian curvature of the helicoidal surfaces with lightlike axis in,. Karaelmas University, IV International Geometry Symposium, Zonguldak, Türkiye, C. Ulusal yayınlar C1. Güler, E. Bour s theorem on timelike helicoidal surfaces with (L,L) type in Minkowski 3 space. Beykent University Journal of Science and Technology, Đstanbul, 2-1 (2008), D. Ulusal sempozyumlar de Bour un timelike minimal yüzeyi,, çizim: Güler D13. Güler, E. Helicoidal surfaces of value m in Euclidean 3-space. Bilecik Şeyh Edebali Üniversitesi, XII Geometri Sempozyumu, Bilecik, Türkiye, D12. Güler, E. Null rulings in three dimensional Lorentz-Minkowski space. IX Ankara Matematik Günleri, Atılım Üniversitesi, Ankara, Türkiye, D11. Güler, E. On Bour s minimal surface. Ordu Üniversitesi, XI Geometri Sempozyumu, Ordu, Türkiye, D10. Güler, E. Bour's surface in the 3-dimensional Minkowski space. Ordu Üniversitesi, XI Geometri Sempozyumu, Ordu, Türkiye, D9. Güler, E. (T,L)-type rotational surface in three dimensional Lorentz-Minkowski space. Çankaya Üniversitesi, VIII Ankara Matematik Günleri, Ankara, Türkiye, D8. Güler, E., Yaylı, Y. Isometric surfaces and III Laplace-Beltrami operator in three dimensional Euclidean space. Balıkesir Üniversitesi, X Geometri Sempozyumu, Balıkesir, Türkiye, D7. Güler, E. Isometric surfaces with lightlike profile curve in Minkowski 3-space. Hacettepe Üniversitesi, VI Ankara Matematik Günleri, Ankara, Türkiye, D6. Güler, E., Yaylı, Y. Generalized Bour s theorem in 3-dimensional Euclidean space. Akdeniz Üniversitesi, VIII Geometri Sempozyumu, Antalya, Türkiye, D5. Güler, E. (with Karlığa, B., Yaylı, Y., Uğurlu, H.H., Bulut, S., et al.) New geometry curriculum for secondary education. Akdeniz Üniversitesi, VIII Geometri Sempozyumu, Antalya, Türkiye, D4. Güler, E., Yaylı, Y., Hacısalihoğlu, H.H. Bour s theorem on Gauss map in 3-Euclidean space. Ahi Evran Üniversitesi, VII Geometri Sempozyumu, Kırşehir, Türkiye, D3. Güler, E., Hacısalihoğlu, H.H. Timelike rotational surfaces with lightlike profile curve. Uludağ Üniversitesi, VI Geometri Sempozyumu, Bursa, Türkiye, D2. Güler, E., Vanlı, A. Helicoidal surfaces with lightlike axis in Minkowski 3-space. I Ankara Matematik Günleri, Gazi Üniversitesi, Ankara, Türkiye, D1. Güler, E., Vanlı, A. Bour's theorem in Minkowski 3-space. Sakarya Üniversitesi, II Geometri Sempozyumu, Sakarya, Türkiye, 2004.

4 Son güncelleme: 15 Ocak E. Lisans-lisansüstü dersleri akademik yıl dönem bahar güz bahar güz bahar dersin adı haftalık saati teorik uygulama Mat-208 Programlama Dili-I 2 2 Mat-102 Analiz-II 4 2 Mat-336 Matematiksel Programlama-II 3 0 Ord-132 Matematik-II Đnşaat Müh. 4 0 Ord-132 Matematik-II Đnşaat Müh.(ĐÖ) 4 0 Mat-788 Diferansiyel Geometride Yüzey Dizaynı-tezli Y.L. 3 0 Mat-207 Programlama Dili-I 2 2 Mat-101 Analiz-I 4 2 Mat-335 Matematiksel Programlama-I 3 0 Ord-131 Matematik-I Đnşaat Müh. 4 0 Ord-131 Matematik-I Đnşaat Müh.(ĐÖ) 4 0 Mat-787 Diferansiyel Geometride Eğri Dizaynı-tezli Y.L. 3 0 Mat-788 Diferansiyel Geometride Yüzey Dizaynı-tezli Y.L. 3 0 Mat-208 Programlama Dili-II 2 2 Mat-102 Analiz-II 4 2 Ord-132 Matematik-II Đnşaat Müh. 4 0 Ord-132 Matematik-II Met. Malz. Müh. 4 0 Ord-132 Matematik-II Đnşaat Müh.(ĐÖ) 4 0 Ord-132 Matematik-II Met. Malz. Müh. (ĐÖ) 4 0 Mat-207 Programlama Dili-I 2 2 Mat-101 Analiz-I 4 2 Ord-131 Matematik-I Đnşaat Müh. 4 0 Ord-131 Matematik-I Met. Malz. Müh. 4 0 Ord-131 Matematik-I Đnşaat Müh. (ĐÖ) 4 0 Ord-131 Matematik-I Met. Malz. Müh. (ĐÖ) 4 0 Mat-104 Soyut Matematik-II 2 2 Ord-132 Matematik-II Đnşaat Müh. 4 0 Ord-132 Matematik-II Met. Malz. Müh. 4 0 Ord-132 Matematik-II Đnşaat Müh. (ĐÖ) 4 0 Ord-132 Matematik-II Met. Malz. Müh. (ĐÖ) 4 0 F. Diğer F8. Akademik Eğitim Hacettepe Üniversitesi, Yaşam Boyu Öğrenme Merkezi, Eğiticilerin Eğitimi Programı, Ankara, Türkiye, Ekim F7. Akademik Eğitim TÜBĐTAK, Đngilizce Akademik Yayın Hazırlama Eğitimi, Ankara, Türkiye, 14 Mart F6. Sempozyum V Ankara Matematik Günleri. TOBB-ETU, Ankara, Türkiye, 2010 (katılımcı). F5. Sempozyum IV Ankara Matematik Günleri. Orta Doğu Teknik Üniversitesi, Ankara, Türkiye, 2009 (katılımcı). F4. Sempozyum III Ankara Matematik Günleri. Ankara Üniversitesi, Ankara, Türkiye, 2008 (katılımcı). F3. MEB Görevlendirme Ortaöğretim sınıflar Geometri ders programı komisyon üyesi. M.E.B. Talim ve Terbiye Kurulu Başkanlığı, Program Araştırma ve Geliştirme Daire Başkanlığı, Ankara, Türkiye, F2. MEB Görevlendirme Ortaöğretim Matematik ders kitaplarını inceleme komisyon üyesi. M.E.B. Talim ve Terbiye Kurulu Başkanlığı, Eğitim-Öğretim Materyallerini Đnceleme ve Geliştirme Başkanlığı, Ankara, Türkiye, F1. Askerlik Durumu Terhis, Teğmen, 16 ay Saimbeyli Askerlik Şubesi Başkanı, Saimbeyli, Adana, Türkiye, 12 ay, Personel Okulu ve Eğitim Tümen Komutanlığı, Dutlukır, Konya, Türkiye, 4 ay, de Bour un maksimal yüzeyi,, çizim: E. Güler

5 Son güncelleme: 15 Ocak G. Yurtdışı seminer, yaz okulu, vs. (katılımcı) G18. Kobe Summer School, Advanced Science and Technology, Lecturer: Wayne Rossman (Kobe Un.). Einstein s General Relativity. Kobe University, Kobe, Japan, G17. Kobe Summer School, Advanced Science and Technology, Lecturer: Udo Hertrich-Jeromin (Tech. Un. Wien). On the Möbius geometry of Euclidean triangles-ii. Kobe University, Kobe, Japan, G16. Kobe Summer School, Advanced Science and Technology, Lecturer: Udo Hertrich-Jeromin (Tech. Un. Wien). On the Möbius geometry of Euclidean triangles-i. Kobe University, Kobe, Japan, G15. Seminar, Speaker: Christian Müller (Tech. Un. Wien). On discrete CMC surfaces. Kobe University, Kobe, Japan, G14. Kobe Summer School, Advanced Science and Technology, Lecturer: Wayne Rossman (Kobe Un.). Isoperimetric Problem. Kobe University, Kobe, Japan, G13. Kobe Summer School, Advanced Science and Technology, Lecturer: Kentaro Saji (Kobe Un.). Singularities in curves and surfaces. Kobe University, Kobe, Japan, G12. Seminar, Speaker: Kristof Schoels (K.U. Leuven). What are... Lagrangian Submanifolds? K.U. Leuven, Belgium, G11. Seminar, Speaker: Speaker: Stefan Waldmann (K.U. Leuven). What is a point? K.U. Leuven, Belgium, G10. Seminar, Speaker: Dries Geudens (K.U. Leuven). What is a Riemann-Hilbert problem. K.U. Leuven, Belgium G9. Seminar, Speaker: Marian Ioan Munteanu ("Al.I.Cuza" University of Iasi). The classification of Killing magnetic curves in M2(c) R. K.U. Leuven, Belgium, G8. Seminar, Speaker: Ion Mihai (Buckarest University). On the Wintgen inequality. K.U. Leuven, Belgium, G7. Seminar, Speaker: Ion Mihai (Buckarest University). Ricci Curvature of Submanifolds. K.U. Leuven, Belgium, G6. Seminar, Speaker: Yong Wei (Tsinghua University). Self-shrinkers of the mean curvature flow. K.U. Leuven, Belgium, G5. Seminar, Speaker: Alain Musesa Landa (Université de Kinshasa). Some Cohomology on Foliated Manifolds and Associated Invariants. K.U. Leuven, Belgium, G4. Seminar, Speaker: Joakim Arnlind (Max-Planck-Institut für Gravitationsphysik). Poisson algebraic geometry of Kähler submanifolds, K.U. Leuven, Belgium, G3. Seminar, Speaker: Ana Nistor (K.U. Leuven). Constant angle surfaces with a Killing vector field. K.U. Leuven, Belgium, G2. Seminar, Speaker: Leen Van Langenhoven (K.U. Leuven). What are... lattice polytopes? K.U. Leuven, Belgium, G1. Seminar, Speaker: Luc Van Meervelt (K.U. Leuven). The discovery of Quasicrystals. K.U. Leuven, Belgium, Sol: Öklidyen katenoid, sağ: Öklidyen helisoid Lorentzyen katenoid Lorentzyen helisoid Çizim: E. Bour 1862 Çizim: E. Güler 2015

6 Last updated: January 15, Cirriculum Vitae, Erhan Güler Education Address (office) Office telephone Bartın University Faculty of Science Department of Mathematics Bartın, Turkey eguler@bartin.edu.tr Fax Degree Department / Programme University Years Ph.D. M.S. B.A. Mathematics / Geometry Mathematics / Geometry Mathematics Ankara University Ankara, Turkey Gazi University Ankara, Turkey Ondokuz Mayıs University Samsun, Turkey Sep Apr Sep Feb Sep Jul Title of PhD thesis, and supervisors Timelike helicoidal and rotational surfaces with lightlike profile curve in three dimensional Minkowski space First supervisor Supervisor : Prof. H. Hilmi Hacısalihoğlu : Prof. Yusuf Yaylı Interests Mathematics, geometry, Euclidean and non-euclidean geometry differential geometry, surface theory, complex analysis, computer graphics Mathematica, Maple, Matlab, Latex, Visu Math, Scientific Work Place Positions Positions Places Year(s) Asst. Prof. Post-Doctoral Researcher Asst. Prof. Invited Researcher Asst. Prof. Faculty Member Dr. Post-Doctoral Researcher Dr., Math. Teacher Math. Teacher Math. Teacher Kobe University Department of Mathematics, Section of Geometry Kobe, Japan Granada University Department of Geometry and Topology Granada, Spain Bartın University Faculty of Science, Department of Mathematics Bartın, Turkey Katholieke Leuven University Department of Mathematics, Section of Geometry Leuven, Belgium Ministry of Education of Turkey (MET), High-Schools, Ankara, Turkey Ankara, Turkey Samsun, Turkey Reviewer Mathematical Reviews, AMS / MathSciNet Reviewer, 2014-

7 Last updated: January 15, Research, support and scholarships 2219-International Post Doctoral Scholarship: TUBITAK (The Scientific and Technological Research Council of Turkey), academic year, 2 months, July 02-August 30, 2014 Post Doctoral Researcher, Kobe University, Department of Mathematics, Section of Geometry, Kobe, Japan Invited Researcher: academic year, April 19-26, 2014 Granada University, Department of Geometry and Topology, Granada, Spain 2224-International Meetings Support: TUBITAK, 2013 July 22-26, 2013, presentation. GeLoSP2013, VII International Meetings on Lorentzian Geometry, Sao Paulo University, Sao Paulo, Brasil 2219-International Post Doctoral Scholarship: TUBITAK, academic year, 9 months, October 17, 2011-July 09, 2012 Post Doctoral Researcher, Katholieke Leuven University, Department of Mathematics, Section of Geometry, Leuven, Belgium Seminars Helicoidal surfaces of value m. Kyushu University, Faculty of Mathematics, Fukuoka, Japan, July 11, On Bour s minimal surface, Katholieke Leuven University, Department of Mathematics, Leuven, Belgium, February 10, Awards Encouragement Award for International Scientific Publications by TUBITAK: Generalized Bour s theorem, TUBITAK, 2015 Bour s theorem on Gauss map in 3-Euclidean space. TUBITAK, 2010 Bour's theorem in Minkowski 3-space. TUBITAK, 2006 A. International publications (with under reviews) A18. Güler, E. Helicoidal surfaces of value (m,n) in 3-space, under review (SCI Exp.). A17. Güler, E. Zambak, V. Henneberg s zmc surface in Minkowski geometry, under review (SCI Exp.). A16. Güler, E. Yaylı, Y. Generalized Bour s theorem in Minkowski 3-space, under review (SCI Exp.). A15. Güler, E. Saraçoğlu, S. Polynomial zmc surfaces in Minkowski 3-space, under review (SCI Exp.). Bour s maximal surface, in by Güler A14. Güler, E., Konnai, S., Yasumoto, M. Bour surface companions in non-euclidean space forms, under review (SCI Exp.). A13. Güler, E. Degree and integral free forms for the family of higher order Enneper minimal surfaces, under review (SCI Exp.). A12. Güler, E. Class, degree and integral free forms for the family of Bour s minimal surfaces, under review (SCI Exp.). A11. Güler, E. Bour's spacelike maximal and timelike minimal surface in three dimensional Lorentz-Minkowski space, under review (SCI Exp.). A10. Xu, G., Hui, K., Wang, G., Güler, E. Quasi harmonic method for solving Plateau-Bézier problems, under review (SCI Exp.). A9. Güler, E., Yaylı, Y. Timelike linear Weingarten helicoidal and rotational surfaces of (S,L), (T,L) and (L,L)-types, under review (SCI Exp.). A8. Güler, E., Yaylı, Y. Generalized Bour s theorem, Kuwait Journal of Science, accepted 42-1 (2015) (SCI Exp.). A7. Güler, E. A new kind of helicoidal surface of value m, International Electronic Journal of Geometry, 7-1 (2014), A6. Güler, E. III Laplace-Beltrami operator and (S,L)-type rotational surface. Mathematica Aeterna, 2-10 (2012), A5. Güler, E., Hacısalihoğlu, H.H. Timelike rotational surfaces with lightlike profile curve. Communications de la Faculté des Sciences de l'université d'ankara. Séries A1: Mathematics and Statistics, 60-1 (2011), A4. Güler, E., Yaylı, Y., Hacısalihoğlu, H.H. Bour s theorem on Gauss map in 3-Euclidean space. Hacettepe Journal of Mathematics and Statistics, 39-4 (2010), (SCI Exp.). A3. Güler, E., Vanlı, A. On the mean, Gaussian, second Gaussian and the second mean curvature of the helicoidal surfaces with lightlike axis in,. Tsukuba Journal of Mathematics, 32-1 (2008), 1-17.

8 Last updated: January 15, A2. Güler, E. Bour s theorem and lightlike profile curve. Yokohama Mathematical Journal, 54-1 (2007), A1. Güler, E., Vanlı, A. Bour's theorem in Minkowski 3-space. Kyoto Journal of Mathematics, 46-1 (2006), (SCI Exp.). B. International meetings B4. Güler, E. Bour's minimal surface revisited: the irreducible implicit equation of the incomplete surface. International Mathematics Symposium, KMD Karatekin Mathematics Days 2014, Çankırı, Turkey, B3. Güler, E. Bour's minimal surface in three dimensional Lorentz-Minkowski space. Sao Paulo University, GeLoSP2013, VII International Meetings on Lorentzian Geometry, Sao Paulo, Brasil, B2. Güler, E., Ikawa, T. Bour s theorem with lightlike axis in,. The Conference of the Mathematical Society of Japan, Saitama University, Saitama, Japan, B1. Güler, E., Vanlı, A. On the mean, Gaussian, the second mean and the second Gaussian curvature of the helicoidal surfaces with lightlike axis in,. Karaelmas University, IV International Geometry Symposium, Zonguldak, Turkey, C. National publications C1. Güler, E. Bour s theorem on timelike helicoidal surfaces with (L,L) type in Minkowski 3 space. Beykent University Journal of Science and Technology, Istanbul, 2-1 (2008), D. National meetings Bour s timelike minimal surface, in by Güler D13. Güler, E. Helicoidal surfaces of value m in Euclidean 3-space. Bilecik Şeyh Edebali University, XII Geometry Symposium, Bilecik, Turkey, D12. Güler, E. Null rulings in three dimensional Lorentz-Minkowski space. IX Ankara Mathematics Days, Atılım University, Ankara, Turkey, D11. Güler, E. On Bour s minimal surface. Ordu University, XI Geometry Symposium, Ordu, Turkey, D10. Güler, E. Bour's surface in the 3-dimensional Minkowski space. Ordu University, XI Geometry Symposium, Ordu, Turkey, D9. Güler, E. (T,L)-type rotational surface in three dimensional Lorentz-Minkowski space. Çankaya University, VIII Ankara Mathematics Days, Ankara, Turkey, D8. Güler, E., Yaylı, Y. Isometric surfaces and III Laplace-Beltrami operator in three dimensional Euclidean space. Balıkesir University, X Geometry Symposium, Balıkesir, Turkey, D7. Güler, E. Isometric surfaces with lightlike profile curve in Minkowski 3-space. Hacettepe University, VI Ankara Mathematics Days, Ankara, Turkey, D6. Güler, E., Yaylı, Y. Generalized Bour s theorem in 3-dimensional Euclidean space. Akdeniz University, VIII Geometry Symposium, Antalya, Turkey, D5. Güler, E. (with Karlığa, B., Yaylı, Y., Uğurlu, H.H., Bulut, S., et al.) New geometry curriculum for secondary education. Akdeniz University, VIII Geometry Symposium, Antalya, Turkey, D4. Güler, E., Yaylı, Y., Hacısalihoğlu, H.H. Bour s theorem on Gauss map in 3-Euclidean space. Ahi Evran University, VII Geometry Symposium, Kırsehir, Turkey, D3. Güler, E., Hacısalihoğlu, H.H. Timelike rotational surfaces with lightlike profile curve. Uludağ University, VI Geometry Symposium, Bursa, Turkey, D2. Güler, E., Vanlı, A. Helicoidal surfaces with lightlike axis in Minkowski 3-space. I Ankara Mathematics Days, Gazi University, Ankara, Turkey, D1. Güler, E., Vanlı, A. Bour's theorem in Minkowski 3-space. Sakarya University, II Geometry Symposium, Sakarya, Turkey, 2004.

9 Last updated: January 15, E. Lectures academic year term spring fall spring fall spring course name hours theoretical practice Mat-208 Language of Programming-II 2 2 Mat-102 Analysis-II 4 2 Mat-336 Mathematical Programming-II 3 0 Ord-132 Mathematics-II Civil Eng. 4 0 Ord-132 Mathematics-II Civil Eng. (SE) 4 0 Mat-788 Surface design in differential geometry-m.s. 3 0 Mat-207 Language of Programming -I 2 2 Mat-101 Analysis-I 4 2 Mat-335 Mathematical Programming-I 3 0 Ord-132 Mathematics-I Civil Eng. 4 0 Ord-132 Mathematics-I Civil Eng. (SE) 4 0 Mat-787 Curve design in differential geometry-m.s. 3 0 Mat-788 Surface design in differential geometry-m.s. 3 0 Mat-208 Language of Programming-II 2 2 Mat-102 Analysis-II 4 2 Ord-132 Mathematics-II Civil Eng. 4 0 Ord-132 Mathematics-II Met. & Met. Eng. 4 0 Ord-132 Mathematics-II Civil Eng. (SE) 4 0 Ord-132 Mathematics-II Met. & Met. Eng. (SE) 4 0 Mat-207 Language of Programming-I 2 2 Mat-101 Analysis-I 4 2 Ord-131 Mathematics-I Civil Eng. 4 0 Ord-131 Mathematics-I Met. & Met. Eng. 4 0 Ord-131 Mathematics-I Civil Eng. (SE) 4 0 Ord-131 Mathematics-I Met. & Met. Eng. (SE) 4 0 Mat-104 Abstact Mathematics-II 2 2 Ord-132 Mathematics-II Civil Eng. 4 0 Ord-132 Mathematics-II Met. & Met. Eng. 4 0 Ord-132 Mathematics-II Civil Eng. (SE) 4 0 Ord-132 Mathematics-II Met. & Met. Eng. (SE) 4 0 F. Others F8. Academic Course Hacettepe University. Life Long Learning Center, Training of Trainers Program, Ankara, Turkey, October 18-19, F7. Academic Course TUBITAK. Preparation of the English Academic Publication, Ankara, Turkey, March 14, F6. Conference V Ankara Mathematics Days. TOBB-ETU, Ankara, Turkey, 2010 (participant). F5. Conference IV Ankara Mathematics Days. Middle East Technical University, Ankara, Turkey, 2009 (participant). F4. Conference III Ankara Mathematics Days. Ankara University, Ankara, Turkey, 2008 (participant). F3. Project Secondary Education, class , commission member of the Geometry cirriculum. M.E.B. Talim ve Terbiye Kurulu Başkanlığı, Program Araştırma ve Geliştirme Daire Başkanlığı, Ankara, Turkey, F2. Project Secondary Education, commission member of the Mathematics course books reviews M.E.B. Talim ve Terbiye Kurulu Başkanlığı, Eğitim-Öğretim Materyallerini Đnceleme ve Geliştirme Başkanlığı, Ankara, Turkey, F1. Army 16 months, Lieutenant. Saimbeyli Askerlik Şubesi Başkanı, Saimbeyli, Adana, Turkey, 12 months, Personel Okulu ve Eğitim Tümen Komutanlığı, Dutlukır, Konya, Turkey, 4 months, G. Seminar, summer school, ect.. (participant) G18. Kobe Summer School, Advanced Science and Technology, Lecturer: Wayne Rossman (Kobe Un.). Einstein s General Relativity. Kobe University, Kobe, Japan, G17. Kobe Summer School, Advanced Science and Technology, Lecturer: Udo Hertrich-Jeromin (Tech. Un. Wien). On the Möbius geometry of Euclidean triangles-ii. Kobe University, Kobe, Japan,

10 Last updated: January 15, G16. Kobe Summer School, Advanced Science and Technology, Lecturer: Udo Hertrich-Jeromin (Tech. Un. Wien). On the Möbius geometry of Euclidean triangles-i. Kobe University, Kobe, Japan, G15. Seminar, Speaker: Christian Müller (Tech. Un. Wien). On discrete CMC surfaces. Kobe University, Kobe, Japan, G14. Kobe Summer School, Advanced Science and Technology, Lecturer: Wayne Rossman (Kobe Un.). Isoperimetric Problem. Kobe University, Kobe, Japan, G13. Kobe Summer School, Advanced Science and Technology, Lecturer: Kentaro Saji (Kobe Un.). Singularities in curves and surfaces. Kobe University, Kobe, Japan, G12. Seminar, Speaker: Kristof Schoels (K.U. Leuven). What are... Lagrangian Submanifolds? K.U. Leuven, Belgium, G11. Seminar, Speaker: Speaker: Stefan Waldmann (K.U. Leuven). What is a point? K.U. Leuven, Belgium, G10. Seminar, Speaker: Dries Geudens (K.U. Leuven). What is a Riemann-Hilbert problem. K.U. Leuven, Belgium G9. Seminar, Speaker: Marian Ioan Munteanu ("Al.I.Cuza" University of Iasi). The classification of Killing magnetic curves in M2(c) R. K.U. Leuven, Belgium, G8. Seminar, Speaker: Ion Mihai (Buckarest University). On the Wintgen inequality. K.U. Leuven, Belgium, G7. Seminar, Speaker: Ion Mihai (Buckarest University). Ricci Curvature of Submanifolds. K.U. Leuven, Belgium, G6. Seminar, Speaker: Yong Wei (Tsinghua University). Self-shrinkers of the mean curvature flow. K.U. Leuven, Belgium, G5. Seminar, Speaker: Alain Musesa Landa (Université de Kinshasa). Some Cohomology on Foliated Manifolds and Associated Invariants. K.U. Leuven, Belgium, G4. Seminar, Speaker: Joakim Arnlind (Max-Planck-Institut für Gravitationsphysik). Poisson algebraic geometry of Kähler submanifolds, K.U. Leuven, Belgium, G3. Seminar, Speaker: Ana Nistor (K.U. Leuven). Constant angle surfaces with a Killing vector field. K.U. Leuven, Belgium, G2. Seminar, Speaker: Leen Van Langenhoven (K.U. Leuven). What are... lattice polytopes? K.U. Leuven, Belgium, G1. Seminar, Speaker: Luc Van Meervelt (K.U. Leuven). The discovery of Quasicrystals. K.U. Leuven, Belgium, Bour s maximal surface, in by Güler Left: Euclidean catenoid, right: Euclidean helicoid Lorentzian catenoid Lorentzian helicoid by E. Bour 1862 by E. Güler 2015