Adı ve Soyadı (Name and Surname) Doğum Yeri (Place of Birth) : Hacer ŞENGÜL : MALATYA EĞİTİM DURUMU (EDUCATIONAL STATUS) Lisans (Undergraduate) Yüksek Lisans (Post Graduate) Yüksek Lisans Tez Konusu (Subject of Post Graduate Thesis) Danışman (Supervisor) Pedagojik Formasyon (Pedagogical Formation) Doktora (Doctorate) Doktora Tez Konusu (Subject of Doctorate Thesis) Danışman (Supervisor) İnönü Üniversitesi Fen Edebiyat Fakültesi (2004-2008) (Inonu University, Faculty of Science and Letters, Fırat Üniversitesi Fen Bilimleri Enstitüsü Analiz ve Fonksiyonlar Teorisi (2008-2010) (Firat University, Institute of Science, Theory of Analysis and Functions) Cesaro Dizi Uzaylarının Geometrik Özellikleri (Geometric properties of Cesaro sequence spaces) Prof. Dr. Mikail ET İnönü Üniversitesi Eğitim Fakültesi (2010-2011) (Inonu University, Faculty of Education) Fırat Üniversitesi Fen Bilimleri Enstitüsü Analiz ve Fonksiyonlar Teorisi (2010-2013) (Firat University, Institute of Science, Theory of Analysis and Functions) Alfa Dereceden Lacunary İstatistiksel Yakınsaklık ve Alfa Dereceden I- Yakınsaklık (Lacunary statistical convergence of order alpha and I-convergence of order alpha) Prof. Dr. Mikail ET
A-ULUSLARARASI HAKEMLİ DERGİLERDE YAYINLANAN MAKALELER (ARTICLES IN THE INTERNATIONAL REFEREE JOURNALS) (SCI & SSCI & ARTS AND HUMANİTİES) 1. H. ŞENGÜL, M. ET, On lacunary statistical convergence of order α. Acta Math. Sci. Ser. B Engl. Ed. 34, No. 2, 473-482,. 2. M. ET, H. ŞENGÜL, Some Cesaro-type summability spaces of order α and lacunary statistical convergence of order α. Filomat 28, (8), 1593-1602,. 3. M Et, H Şengül, On Pointwise Lacunary Statistical Convergence of Order α of Sequences of Function. Proceedings of the National Academy of Sciences, India Section A: Physical Sciences, June 2015, Volume 85, Issue 2, pp 253-258. B-ULUSLARARASI HAKEMLİ DERGİLERDE YAYINLANAN MAKALELER (ARTICLES IN THE INTERNATIONAL REFEREE JOURNALS) 1. Mikail Et, S.A. Mohiuddine and Hacer Sengul, On lacunary statistical boundedness of order$\alpha$, Facta Universitatis, Series Mathematics and Informatics, Vol. 31, No 3(2016), 707-716. 2. M Et, H Şengül, On $(\Delta^m,I)-$ lacunary statistical convergence of order $\alpha$, Journal of Mathematical Analysis, Vol. 7, Issue 5(2016), Pages 78-84. C-ULUSAL HAKEMLİ DERGİLERDE YAYINLANAN MAKALELER (ARTICLES IN THE NATIONAL REFEREE JOURNALS) 1. H. ŞENGÜL, Some Cesaro-Type Summability Spaces Defined by a Modulus Function of Order (α,β), Communications Faculty of Sciences University of Ankara Series A1: Mathematics and Statistics,Volume 66, Number 2,(2017), 80-90. D-ULUSLARARASI BİLİMSEL TOPLANTILARDA SUNULAN VE BİLDİRİ KİTABINDA BASILAN BİLDİRİLER (PAPERS PRESENTED AT INTERNATIONAL CONFERENCES AND PUBLISHED IN THE PROCEEDINGS) 1. M. ET, H. ŞENGÜL, On Pointwise Lacunary Statistical Convergence of Order Alpha of Sequences of Function, 2nd International Eurasian Conference on Mathematical Sciences and Applications (IECMSA-2013) Sarajevo, BOSNIA and HERZEGOVINA, 26-29 August, 2013. 2. H. ŞENGÜL, M. ET; On Lacunary Statistical Convergence of Order α, IWBCMS - 2013 (1st International Western Balkans Conference of Mathematical Sciences), May 30 - June 1, 2013 Elbasan/ALBANIA http://www.iwbcms.org/. 3. H. ŞENGÜL, M. ET, On (lamda;i)-statistical Convergence of Order Alpha of Sequences of Function, International Congress in Honour of Professor Ravi P. Agarwal, June 23-26,, Bursa-TURKEY. http://agarwal.uludag.edu.tr/index.php/booklet-of-abstracts.
4. M. ET, H. ŞENGÜL, On Lacunary Statistical Convergence Of Order Alpha, The V Congress of Turkic World Mathematicians, Bulan-Sogottu, Kyrgyzstan, June 5-7, ; http://vtwmc.manas.edu.kg/index.php/en/. 5. M. ET, H. ŞENGÜL, On (Delta ^{m}, I) - Lacunary Statistical Convergence of Order Alpha, International Conference On Applied Analysis and Mathematical Modeling (ICAAMM 2015), Yıldız Technical University, İstanbul- TURKEY, June 8-12, 2015 ; http://www.ntmsci.com/conferences/icaamm2015 6. H. ŞENGÜL, M. ET, On Wijsman I Lacunary Statistical Convergence of Order Alpha of Sequences, International Conference on Pure and Applied Mathematics (ICPAM 2015), Yüzüncü Yıl University, Van- TURKEY, August 25-28, 2015 ;http://icpam.yyu.edu.tr/part.html 7. M Et, H Sengül and M Cinar, On Asymptotically Lacunary Statistical Equivalent of Order Alpha of Difference Sequences, International Conference on Advancements in Mathematical Sciences (AMS), Antalya-TURKEY, November 5-7, 2015; http://amsconference.com/index.html. 8. H. ŞENGÜL, On Statistical Convergence of Order(Alpha,Beta), InternationalConference on Recent Advances In Pure and Applied Mathematics (ICRAPAM 2016), Bodrum- Muğla,19-23 May, 2016. 9. Huseyin CAKALLI,Mikail ET, Hacer SENGUL, A Variation On N_{theta} Ward Continuity, International Conference on Recent AdvancesIn Pure and Applied Mathematics (ICRAPAM 2016), Bodrum-Muğla, 19-23 May, 2016. 10. Hacer Şengül and Mikail Et, On - StatisticalConvergence Of Order (α,β),international Conference on Mathematics andmathematics Education (ICMME-2016), Fırat University, Elazığ, 12-14 May 2016. 11. Hacer Şengül and Mikail Et,Lacunary Statistical Convergence of Order(α,β) intopological Groups, International Conference on Analysis and Its Applications(ICAA-2016), Ahi Evran University, Kırşehir, 12-15 July 2016. 12. H. ŞENGÜL, Lacunary Statistical Convergence of Order (α,β) and Strong N_{alpha }^{beta }( theta,p) - SUMMABILITY}-Summability, International Conference on Analysis and Its Applications(ICAA-2016), Ahi Evran University, Kırşehir, 12-15 July 2016. E-ULUSAL BİLİMSEL TOPLANTILARDA SUNULAN VE BİLDİRİ KİTABINDA BASILAN BİLDİRİLER (PAPERS PRESENTED AT NATIONAL CONFERENCES AND PUBLISHED IN THE PROCEEDINGS) 1. MİKAİL ET; HACER ŞENGÜL, GENELLEŞTİRİLMİŞ FARK DİZİLERİNİN α. DERECEDEN LAKUNARY İSTATİSTİKSEL YAKINSAKLIĞI, 14. Matematik Sempozyumu, 14-16 Mayıs 2015, NİĞDE http://matder.org.tr/images/program_web.pdf DİĞER YAYINLAR (OTHER PUBLICATIONS) Hakemlik (Refereeing) Far East Journal of Mathematical Sciences
Journal of Inequalities and Special Functions ( JIASF ) Journal of Mathematical Analysis ÖDÜLLER (AWARDS) TÜBİTAK yayın teşvik ödülü (2 Adet) (TÜBİTAK publications encouragement award (2 menstruation)) İnönü Üniversitesi 2007-2008 Eğitim Öğretim Yılı Birinciliği Ödülü (Inonu University, 2007-2008 Academic Year First Prize) ULUSLARARASI ATIFLAR (INTERNATIONAL REFERENCES) WEB of Science verilerine göre 4 yayına 4 atıf. ( According to the WEB of Science 4 publications 4 citations.) İDARİ GÖREVLER (ADMINISTRATIVE DUTIES) Görev Adı Birimi Başlangıç Bitiş (Duty Name) Erasmus+ Programı Koordinatörü (Erasmus+ Programme coordination office) Mevlana Programı Koordinatörü (Mevlana Programme coordination office) Bologna Programı Koordinatörü (Bologna Programme coordination office) Uygulamalı Matematik ABD Başkan V. (Deputy Head of the Department of Applied Mathematics) Mat. Temelleri ve Matematiksel Lojik ABD (Unity) Siirt. Ünv. Fen-Edebiyat Fak. (Beginning)(Ending) 2015 2015
Başkan V. (Deputy Head of the Department of Foundations of Mathematics and Mathematical Logic) Topoloji ABD Başkan V. (Deputy Head of the Department of Topology) Matematik Bölüm Başkan Yardımcılığı (co-head of Department of Mathematics) 2015 VERDİĞİ LİSANS VE LİSANSÜSTÜ DÜZEYDEKİ DERSLER (LESSONS GIVEN) Akademik Yıl (Academic Year) 2013- Dönem (Semester) Güz (Fall) Bahar (Spring) Dersin Adı (Course Title) Haftalık Saati (Hours in a week) Teori Uygulama (Theoretical)(Application) Öğrenci Sayısı (Number of students) - - - - Genel Topoloji II 4 0 62 (General Topology II) Kompleks Fonksiyonlar Teorisi II 2 2 42 (Theory of Complex Functions II) Fonksiyonel Analiz 4 0 64 (Functional Analysis) Analitik 2 2 11
-2015 Güz (Fall) Bahar (Spring) Geometri II (Analytical Geometry II) Mezuniyet Çalışması II (Graduation Study II) Genel Topoloji I (General Topology I) Kompleks Fonksiyonlar Teorisi I (Theory of Complex Functions I) Reel Analiz I (Real Analysis I) Analiz III (Analysis III) Mezuniyet Çalışması I (Graduation study I) Analiz IV (Analysis IV) Kompleks Fonksiyonlar Teorisi II (Theory of Complex Functions II) Genel Topoloji II 3 0 7 4 0 26 2 2 32 4 0 26 3 2 23 3 0 24 3 2 39 2 2 14 4 0 12 (General Topology II) Mezuniyet 3 0 5
Çalışması II (Graduation Study II)