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      Assoc.Professor Şemsi Eken Meriç
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    Created
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    2016-06-29 15:05:16 .
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    2022-05-09 14:34:16 .
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    20765

    Degree Department/Program Institute Year
    LICENSE MATHEMATICS SULEYMAN DEMIREL UNIVERSITY 2008
    MASTER MATHEMATICS SULEYMAN DEMIREL UNIVERSITY 2010
    PHD MATHEMATICS KARADENIZ TECHNICAL UNIVERSITY 2016

    Doctorate Thesis

    1. Chen-Type Inequalities for Riemannian Submersions, Supervisor: Dr. Yasemin SAĞIROĞLU, Karadeniz Teknik University, Graduate School of Natural and Applied Sciences, Mathematics Department, Trabzon, Turkey, 2016.

    Theses_002.pdf

    Master Thesis

    1. On Surfaces in Lorentz Space Forms, Supervisor: Dr. Abdülkadir Ceylan ÇÖKEN, Süleyman Demirel University, Graduate School of Natural and Applied Sciences, Mathematics Department, Isparta, Turkey, 2010.

    Theses_001.pdf

    Title Institute Year
    RESEARCH ASSISTANT KARADENIZ TECHNICAL UNIVERSITY 2012-02-09 - 2016-11-15
    ASSISTANT PROFESSOR MERSIN UNIVERSITY 2017-04-17 - Continue

    Title Dutie Institution/Other Year
    DR. OGR. UYESI ERASMUS KOORDINATORU FEN EDEBIYAT FAKULTESI MATEMATIK BOLUMU 2018-09-16 - Continue
    2017-11-17 - Continue
    2018-09-12 - 2021-09-10

    International - Covered by ULAKBIM 0
    2022
    2. GÜLBAHAR, M.; EKEN MERİÇ, Ş.; KILIÇ, E. . COMMUNICATIONS FACULTY OF SCIENCES UNIVERSITY OF ANKARA SERIES A1: MATHEMATICS AND STATISTICS, 2022, , -. 0 + 0
    2020
    1. EKEN MERİÇ, Ş. . ADIYAMAN UNIVERSITESI FEN BILIMLERI DERGISI, 2020, 10, 295-306. 0 + 0
    International - SCI/SCI-Expanded category 15000

    17. YOLDAŞ, H.; EKEN MERİÇ, Ş.; YAŞAR, E. . MISKOLC MATHEMATICAL NOTES, , , -. 1000 + 0
    2023
    16. EKEN MERİÇ, Ş. . FILOMAT, 2023, , -. 1000 + 0
    2022
    15. KILIÇ, E.; EKEN MERİÇ, Ş. . FILOMAT, 2022, , -. 1000 + 0
    2021
    14. Bejan, C.; EKEN MERİÇ, Ş.; KILIÇ, E. . MATHEMATICS, 2021, , -. 1000 + 0
    13. EKEN MERİÇ, Ş. . INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS, 2021, 18, -. 1000 + 0
    10.1142/S0219887821501838

    12. Bejan, C.; Eken Meriç, Ş.; , E. Contact-Complex Riemannian Submersions. MATHEMATICS, 2021, 9, 1-10. 1000 + 0
    11. YOLDAŞ, H.; EKEN MERİÇ, Ş.; YAŞAR, E. . MISKOLC MATHEMATICAL NOTES, 2021, 22, 1039-1050. 1000 + 0
    10.18514/MMN.2021.3221

    2020
    10. YOLDAŞ, H.; EKEN MERİÇ, Ş.; YAŞAR, E. . HACETTEPE JOURNAL OF MATHEMATICS AND STATISTICS, 2020, 49, 843-853. 1000 + 0
    9. YOLDAŞ, H.; EKEN MERİÇ, Ş.; YAŞAR, E. . HACETTEPE JOURNAL OF MATHEMATICS AND STATISTICS, 2020, 49, 843-853. 1000 + 0
    10.15672/hujms.479184

    8. Bejan, C.; EKEN MERİÇ, Ş.; KILIÇ, E. . TURKISH JOURNAL OF MATHEMATICS, 2020, 44, 1137-1145. 1000 + 0
    2019
    7. Bejan, C.; EKEN MERİÇ, Ş.; KILIÇ, E. . BULLETIN OF THE MALAYSIAN MATHEMATICAL SCIENCES SOCIETY, 2019, 42, 185-199. 1000 + 0
    10.1007/s40840-017-0475-y

    6. EKEN MERİÇ, Ş.; KILIÇ, E. . INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS, 2019, 16, 1950196-. 1000 + 0
    10.1142/S0219887819501962

    2017
    5. Bejan, C.; Meriç, Ş. A characterization of the Riemann extension in terms of harmonicity. INSTITUTE OF MATHEMATICS, CZECH ACADEMY OF SCIENCES, 2017, 67, 197-206. 0 + 0
    http://dx.doi.org/10.21136/CMJ.2017.0459-15

    Publications_005.pdf

    4. EKEN MERİÇ, Ş.; KILIÇ, E.; SAĞIROĞLU, Y. . INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS, 2017, 14, 1750171-. 1000 + 0
    10.1142/S0219887817501717

    3. Eken Meric, S.; Kilic, E.; Sagiroglu, Y. Scalar curvature of Lagrangian Riemannian submersions and their harmonicity. INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS, 2017, 14, 1-16. 1000 + 0
    Publications_004.pdf

    2. Bejan, C.; Eken Meriç, Ş. Einstein Metrics Induced by Natural Riemann Extensions. ADVANCES IN APPLIED CLIFFORD ALGEBRAS, 2017, 27, 2333-2343. 1000 + 0
    Publications_010.pdf

    2016
    1. Bejan, C.; Eken, S. Conformality on Semi-Riemannian Manifolds. MEDITERRANEAN JOURNAL OF MATHEMATICS, 2016, 13, 2185-2198. 0 + 0
    http://dx.doi.org/10.1007/s00009-015-0613-4

    Publications_009.pdf

    International - ESCI kapsamındaki dergilerde yayımlanan tam makale 300
    2017
    1. Gülbahar, M.; Eken Meriç, Ş.; Kılıç, E. SHARP INEQUALITIES INVOLVING THE RICCI CURVATURE FOR RIEMANNIAN SUBMERSIONS. KRAGUJEVAC JOURNAL OF MATHEMATICS, 2017, 41, 279-293. 300 + 0
    Publications_003.pdf

    International - publications.sections.8 700

    7. YOLDAŞ, H.; EKEN MERİÇ, Ş.; YAŞAR, E. . PALESTINE JOURNAL OF MATHEMATICS, , , -. 100 + 0
    2022
    6. EKEN MERİÇ, Ş.; KILIÇ, E. . COMMUNICATIONS OF THE KOREAN MATHEMATICAL SOCIETY, 2022, , -. 100 + 0
    2021
    5. YOLDAŞ, H.; EKEN MERİÇ, Ş.; YAŞAR, E. . PALESTINE JOURNAL OF MATHEMATICS, 2021, 10, 234-241. 100 + 0
    2019
    4. EKEN MERİÇ, Ş.; KILIÇ, E. . MEMOIRS OF THE SCIENTIFIC SECTIONS OF THE ROMANIAN ACADEMY, 2019, , -. 100 + 0
    3. YOLDAŞ, H.; EKEN MERİÇ, Ş.; YAŞAR, E. . COMMUNICATIONS FACULTY OF SCIENCE UNIVERSITY OF ANKARA SERIES A1MATHEMATICS AND STATISTICS, 2019, 68, 1983-1994. 100 + 0
    10.31801/cfsuasmas.445788

    2017
    2. EKEN MERİÇ, Ş.; GÜLBAHAR, M.; KILIÇ, E. Some Inequalities for Riemannian Submersions. AN. STIINT. UNIV. AL. I. CUZA IASI. MAT., 2017, , -. 100 + 0
    Publications_008.pdf

    1. GÜLBAHAR, M.; EKEN MERİÇ, Ş.; KILIÇ, E. . KRAGUJEVAC JOURNAL OF MATHEMATICS, 2017, 41, 279-293. 100 + 0

    International - Full text - Oral 600

    2. Eken Meriç, S.; Kılıç, E., Some Inequalities for Ricci Solitons. ICMME-2018, 2018-06-27, 2018-06-29, Ordu, Turkey, 2018. 200

    1. Bejan, C., A Harmonic Endomorphism in a Semi-Riemannian Context. Geom. Integrability & Quantization, 2015-06-05, 2015-06-10, Varna, Bulgaria, 2015. 0

    International - Abstract - Oral 2160

    17. EKEN MERİÇ, Ş.; KILIÇ, E., Some Characterizations of Riemannian Submersions From Ricci Solitons. DiMoGeCH, 2019-05-22, 2019-05-25, Iaşi, Romania, . 100

    16. KILIÇ, E.; EKEN MERİÇ, Ş., On CR-Submanifolds Admitting A Ricci Soliton. DiMoGeCH, 2019-05-22, 2019-05-25, Iaşi, Romania, . 100

    15. Eken Meriç, Ş.; Kılıç, E., ON MAPS BETWEEN RICCI SOLITONS. Ifscom-2018, 2018-09-05, 2018-09-08, Kahramanmaraş, Turkey, 2018. 100

    14. Eken Meriç, Ş.; Kılıç, E., Some Remarks on Submanifolds of Ricci Solitons. 7th International Eurasian Conference on Mathematical Sciences and Applications (IECMSA-2018), 2018-08-28, 2018-08-31, Kiev, Ukraine, 2018. 100

    13. Yoldaş, H.; Eken Meriç, Ş.; Yaşar, E., On Sasakian Manifolds Admitting Concurrent Vector Fields. ICMME-2018, 2018-06-27, 2018-06-29, Ordu, Turkey, 2018. 100

    12. Kılıç, E.; Eken Meriç, Ş., The Ricci Solitons with Concurrent Vector Fields. ICMME-2018, 2018-06-27, 2018-06-29, Ordu, Turkey, 2018. 100

    11. Eken Meriç, Ş.; Keleş, S.; Kılıç, E., Some inequalities for Ricci solitons. ICMME-2018, 2018-06-27, 2018-06-29, Ordu, Turkey, 2018. 100

    10. Yoldaş, H.; Eken Meriç, Ş.; Yaşar, E., On semi-invariant submanifold of Sasakian manifold with concurrent vector field. 2nd International Mediterranean Science and Engineering Congress (IMSEC 2017), 2017-10-25, 2017-10-27, Adana, Turkey, 2017. 100

    9. EKEN MERİÇ, Ş.; KILIÇ, E.; YOLDAŞ, H.; YAŞAR, E., A note on Ricci Solitions in CR-Submanifolds with Concurrent Vector Fields. 4th International Intuitionistic Fuzzy Sets and Contemporary Mathematics Conference (IFSCOM-2017), 2017-05-03, 2017-05-07, MERSİN, Turkey, . 95

    8. Eken Meriç, Ş.; Kılıç, E.; Yoldaş, H.; Yaşar, E., A Note on Ricci Solitons in CRSubmanifoldswith Concurrent Vector Fields. IFSCOM 2017, 2017-05-03, 2017-05-07, Mersin, Turkey, 2017. 95

    7. Yoldaş, H.; Eken Meriç, Ş.; Kılıç, E.; Yaşar, E., Some Remarks on 3-DimensionalTrans-Sasakian Manifolds Admitting Ricci Soliton. IFSCOM 2017, 2017-05-03, 2017-05-07, Mersin, Turkey, 2017. 85

    6. YOLDAŞ, H.; EKEN MERİÇ, Ş.; KILIÇ, E.; YAŞAR, E., Some Remarks on 3-Dimensional Trans-Sasakian Manifolds Admitting Ricci Solition. 4th International Intuitionistic Fuzzy Sets and Contemporary Mathematics Conference (IFSCOM), 2017-05-03, 2017-05-07, MERSİN, Turkey, . 85

    5. Bejan, C.; Eken Meriç, Ş.; Kılıç, E., Generalized Paracontact Metric Manifolds. International Workshop on Finite Type Submanifolds,, 2016-06-02, 2016-06-04, İstanbul, Turkey, 2016. 100
    Scientific_Meetings_002.pdf

    4. Bejan, C.; Eken, Ş., Harmonic Endomorphism in a Semi-Riemannian Context. The 12-th International Workshop on Differential Geometry and Its Applications,, 2015-09-23, 2015-09-26, Ploieşti, Romania, 2015. 0

    3. Bejan, C.; Eken, Ş., Harmonicity with respect to Riemannian Extension. CAIM, 2015-09-17, 2015-09-20, Suceava, Romania, 2015. 0
    Scientific_Meetings_003.pdf

    2. Bejan, C.; Eken, Ş., Conformality on Semi-Riemannian Context. Seventeenth International Conference on Geometry, Integrability and Quantization,, 2015-06-05, 2015-06-10, Varna, Bulgaria, 2015. 0

    1. Eken, Ş.; Gülbahar, M.; Kılıç, E., Some Inequalities for Riemannian Submersions. Riemanian Geometry and Applications to Engineering and Economics, RIGA-2014, 2014-05-19, 2014-05-21, Bükreş, Romania, 2014. 0
    Scientific_Meetings_001.pdf

    National - Abstract - Oral 0

    5. Bejan, C.; Eken, Ş., Harmonicity in Semi-Riemannian Context. XIII. Geometri Sempozyumu, 2015-07-26, 2015-07-30, İstanbul, Turkey, 2015. 0
    Scientific_Meetings_004.pdf

    4. Gülbahar, M.; Eken, Ş.; Kılıç, E., Chen-Ricci Inequalities on Riemannian Manifolds Admitting a Riemannian Submersion. XIII. Geometri Sempozyumu, 2015-07-26, 2015-07-30, İstanbul, Turkey, 2015. 0
    Scientific_Meetings_005.pdf

    3. Eken, Ş.; Kılıç, E., Some Inequalities for Lagrangian Submersions. XII. Geometri Sempozyumu, 2014-06-23, 2014-06-26, Bilecik, Turkey, 2014. 0

    2. Eken, Ş.; Kılıç, E.; Sağıroğlu, Y., CR-Submanifolds of Kaehler-Finsler Manifolds. XI. Geometri Sempozyumu, 2013-07-01, 2013-07-05, Ordu, Turkey, 2013. 0

    1. Eken, Ş.; Çöken, A., On Surfaces in Lorentz Space. VII. Geometri Sempozyumu, 2010-04-29, 2010-05-02, Antalya, Turkey, 2010. 0

    National - Researcher 0

    2. RİCCİ SOLİTONLAR ARASINDAKİ DÖNÜŞÜMLER VE KARAKTERİZASYON TEOREMLERİ, projects.kurumlar.20, Project Number: 117F434, 0 TL, Researcher, Continue... 0

    1. , projects.kurumlar.20, Project Number: , 147100 TL, Researcher, 2020,Completed. 0

    International Journal [Year, Count] 5
    1. COGENT MATHEMATICS , [ 2019 : 1 ] . 0
    2. FACTA UNIVERSITATIS SERIES: MATHEMATICS AND INFORMATICS , [ 2019 : 1 ] . 0
    3. TURKISH JOURNAL OF MATHEMATICS , [ 2018 : 1 ] . 5
    National Journal [Year, Count] 0
    1. ALKU FEN BILIMLERI DERGISI , [ 2018 : 1 ] . 0

    International
    1. Bulevardul Profesor Dimitrie Mangeron 67, Iași 700050, Romanya , 2015-04-01 - 2015-09-30, Iasi, Romania.

    International 0
    1. Çukurova University, 2017-10-25, Adana, Turkey. 0
    National 0
    1. Tubitak, 2017-08-25, Trabzon, Turkey. 0
    2. , , , Turkey. 0

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    Fall MAT 553 Differentiable Manifolds I Institute of Science Department of Mathematics 3-0-3
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    Spring MAT242 Differential Geometry Faculty of Arts and Science Mathematics ( Evening Educatio... 3-2-4
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    Spring MÖP406 Practise For Teaching Faculty of Education Elementary Mathematics Teachin... 2-6-5
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    Spring MAT242 Differential Geometry Faculty of Arts and Science Mathematics 3-2-4
    Spring MAT124 Analytical Geometry II Faculty of Arts and Science Mathematics ( Evening Educatio... 2-2-3
    Spring MAT106 Calculus II Faculty of Engineering Electrical and Electronics Eng... 4-0-4
    Spring MAT 801 Special Topics In Mathematics Institute of Science Department of Mathematics 4-0-0
    Spring MAT 590 Choice Topics In Differential Geometry I Institute of Science Department of Mathematics 3-0-3
    Fall MAT123 Analytic Geometry I Faculty of Arts and Science Mathematics 2-2-3
    Fall MAT123 Analytical Geometry I Faculty of Arts and Science Mathematics ( Evening Educatio... 2-2-3
    Fall MÖP303 Analitic Geometry I Faculty of Education Elementary Mathematics Teachin... 3-0-3
    Fall MAT423 Introduction To Differential Manifolds Faculty of Arts and Science Mathematics 4-0-4
    Fall MAT 553 Differentiable Manifolds I Institute of Science Department of Mathematics 3-0-3

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    Spring MAT242 Differential Geometry Faculty of Arts and Science Mathematics ( Evening Educatio... 3-2-4
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    Spring MAT242 Differential Geometry Faculty of Arts and Science Mathematics 3-2-4
    Spring MAT422 Interpolation and Approximation Theory Faculty of Arts and Science Mathematics ( Evening Educatio... 4-0-4
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