Administration

  Lecturer PhD Emir Ali Maris
Profile
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Department
:
Vocational School of Technical Sciences/Machine .
Business Address
:
Mersin Üniversitesi Teknik Bilimler Meslek Yüksekokulu Çiftlikköy Kampüsü 33343 Yenişehir/ Mersin .
Phone
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+90 -324-3610001 .
Internal
:
6728 .
Fax
:
+90 -- .
Alternative e-mail
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Alternative e-mail
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Created
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2015-09-11 10:43:07 .
Last Modification
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2024-03-23 22:28:19 .
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Degree Department/Program Institute Year
2005
2008
PH. D. MATHEMATICS MERSIN UNIVERSITY 2016
Doctorate Thesis

1. SOME SPECTRAL PROPERTIES OF A BOUNDARY VALUE PROBLEM WITH SPECTRAL PARAMETER IN THE BOUNDARY CONDITIONS, Supervisor: Dr. Prof. Dr. Nazim KERİMOV, Mersin University, Graduate School of Natural and Applied Sciences, Mathematics Department, Mersin, Turkey, 2016.

Master Thesis

1. Some Spectral Properties of The Root Functions of a Boundary Value Problem, Supervisor: Dr. Prof. Dr. Nazim B. KERİMOV, Mersin University, Graduate School of Natural and Applied Sciences, Mathematics Department, MERSİN, Turkey, 2008.

Title Institute Year
LECTURER MERSIN UNIVERSITY 2008-12-30 - Continue
International - SCI/SCI-Expanded category 11000
2020
11. Göktaş, S.; Maris, E. On the Spectral Properties of A Sturm-Liouville Problem with Eigenparameter in the Boundary Condition. HACETTEPE JOURNAL OF MATHEMATICS AND STATISTICS, 2020, 49, 1373-1382. 1000 + 0
http://dx.doi.org/10.15672/hujms.479445

10. MARİS, E.; GÖKTAŞ, S. . HACETTEPE JOURNAL OF MATHEMATICS AND STATISTICS, 2020, 49, 1373-1382. 1000 + 0
10.15672/hujms.479445

2019
9. MARİS, E.; GÖKTAŞ, S. . MISKOLC MATHEMATICAL NOTES, 2019, 20, 1063-1081. 1000 + 0
10.18514/MMN.2019.2982

8. Maris, E.; Goktas, S. A study on the uniform convergence of spectral expansions for continuous functions on a Sturm-Liouville problem. MISKOLC MATHEMATICAL NOTES, 2019, 20, 1063-1081. 1000 + 0
http://dx.doi.org/10.18514/MMN.2019.2982

2018
7. KERİMOV, N.; MARİS, E. . RESULTS IN MATHEMATICS, 2018, 73, -. 1000 + 0
10.1007/s00025-018-0864-z

6. Kerimov, N.; Maris, E. On the Uniform Convergence of Fourier Series Expansions for Sturm–Liouville Problems with a Spectral Parameter in the Boundary Conditions. RESULTS IN MATHEMATICS, 2018, 73, 1-16. 1000 + 0
http://dx.doi.org/10.1007/s00025-018-0864-z

Publications_002.pdf

2017
5. Goktas, S.; Kerimov, N.; Maris, E. ON THE UNIFORM CONVERGENCE OF SPECTRAL EXPANSIONS FOR A SPECTRAL PROBLEM WITH A BOUNDARY CONDITION RATIONALLY DEPENDING ON THE EIGENPARAMETER. JOURNAL OF KOREAN MATHEMATICAL SOCIETY, 2017, 54, 1175-1187. 1000 + 0
https://doi.org/10.4134/JKMS.J160414

Publications_001.pdf

4. GÖKTAŞ, S.; KERİMOV, N.; MARİS, E. . JOURNAL OF KOREAN MATHEMATICAL SOCIETY, 2017, 54, 1175-1187. 1000 + 0
10.4134/JKMS.j160414

2016
3. Kerimov, N.; Maris, E. On the uniform convergence of the Fourier series for one spectral problem with a spectral parameter in a boundary condition. MATHEMATICAL METHODS IN THE APPLIED SCIENCES, 2016, 39, 2298-2309. 1000 + 0
http://onlinelibrary.wiley.com/doi/10.1002/mma.3640/abstract

2. Kerimov, N.; Goktas, S.; Maris, E. UNIFORM CONVERGENCE OF THE SPECTRAL EXPANSIONS IN TERMS OF ROOT FUNCTIONS FOR A SPECTRAL PROBLEM. ELECTRONIC JOURNAL OF DIFFERENTIAL EQUATIONS, 2016, 2016(2016), 1-14. 1000 + 0
http://ejde.math.txstate.edu/Volumes/2016/80/kerimov.pdf

1. KERİMOV, N.; MARİS, E. . MATHEMATICAL METHODS IN THE APPLIED SCIENCES, 2016, 39, 2298-2309. 1000 + 0
10.1002/mma.3640

International - Covered by Other International Indexes 0
2014
1. Kerimov, N. ON THE BASIS PROPERTIES AND CONVERGENCE OF EXPANSIONS IN TERMS OF EIGENFUNCTIONS FOR A SPECTRAL PROBLEM WITH A SPECTRAL PARAMETER IN THE BOUNDARY CONDITION. PROCEEDINGS OF THE INSTITUTE OF MATHEMATICS AND MECHANICS, NATIONAL ACADEMY OF SCIENCES OF AZERBAIJAN, 2014, 40, 245-258. 0 + 0
http://proc.imm.az/volumes/40-s/40-s-20.pdf

International - Other 100
1. NAZIM, K.; MARİS, E. . PROCEEDINGS OF THE INSTITUTE OF MATHEMATICS AND MECHANICS,NATIONAL ACADEMY OF SCIENCES OF AZERBAIJAN, 2014, 40, 245-258. 100 + 0
National - Other 100
2021
1. GÖKTAŞ, S.; MARİS, E. . COMMUNICATIONS FACULTY OF SCIENCES UNIVERSITY OF ANKARA SERIES A1 MATHEMATICS AND STATISTICS, 2021, 70, 205-215. 100 + 0
10.31801/cfsuasmas.721513

International - SCI/SCI-Exp. indexed - Oral 500

1. Kerimov, N.; Maris, E., On the Uniform Convergence of the Fourier Series for One Spectral Problem with a Spectral Parameter in a Boundary Condition. International Conference on Recent Advances in Pure and Applied Mathematics, 2014-11-06, 2014-11-09, Antalya, Turkey, 2014. 500

International - Full text - Oral 200

1. Göktaş, S.; Maris, E.; Kerimov, N., On the Uniform Convergence of the Spectral Expansions in terms of Root Functions for One Spectral Problem. 7-th International Conference on "Mathematical Analysis, Differential Equation and Their Applications MADEA-7", 2015-09-08, 2015-09-11, Bakü, Azerbaijan, 2015. 200

International - Abstract - Oral 1600

16. GÖKTAŞ, S.; MARİS, E., A Remark on Comparison of the Uniform Convergence Conditions of Spectral Expansions for Two Spectral Problems with Linear Function of Spectral Parameter in One Boundary Condition. MATHEMATICAL MODELING OF PROCESSES AND SYSTEMS, 2017-12-07, 2017-12-09, Ufa, Russia, . 100

15. Göktaş, S.; Maris, E., A Remark on Comparison of the Uniform Convergence Conditions of Spectral Expansions for Two Spectral Problems with Linear Function of Spectral Parameter in One Boundary Condition. MATHEMATICAL MODELING OF PROCESSES AND SYSTEMS, 2017-12-07, 2017-12-09, Ufa, Russia, 2017. 100

14. Göktaş, S.; Maris, E., On Comparison of the Uniform Convergence Conditions of Spectral Expansions for Two Boundary Value Problem with Spectral Parameter in One Boundary Condition. MATHEMATICAL MODELING OF PROCESSES AND SYSTEMS, 2017-12-07, 2017-12-09, Ufa, Russia, 2017. 100

13. GÖKTAŞ, S.; MARİS, E., On Comparison of the Uniform Convergence Conditions of Spectral Expansions for Two Boundary Value Problem with Spectral Parameter in One Boundary Condition. MATHEMATICAL MODELING OF PROCESSES AND SYSTEMS, 2017-12-07, 2017-12-09, Ufa, Russia, . 100

12. GÖKTAŞ, S.; MARİS, E., On the Uniform Convergence of the Fourier Series for a Spectral Problem with a Eigenparameter Depending on Quadratically in a Boundary Condition. International Mediterranean Science and Engineering Congress, 2017-10-25, 2017-10-27, , , . 100

11. Göktaş, S.; Maris, E., On the Uniform Convergence of the Fourier Series for a Spectral Problem with a Eigenparameter Depending on Quadratically in a Boundary Condition. International Mediterranean Science and Engineering Congress, 2017-10-25, 2018-01-27, Adana, Turkey, 2017. 100

10. Göktaş, S.; Maris, E., On the Basicity of One Sturm-Liouville Operator with Eigenparameter in a Boundary Condition. International Mathematical Conference on Function Theory dedicated to the centenary of Aleksei Fedorovich Leont ev, 2017-05-24, 2017-05-27, Ufa, Russia, 2017. 100

9. GÖKTAŞ, S.; MARİS, E., On the Basicity of One Sturm-Liouville Operator with Eigenparameter in a Boundary Condition. International Mathematical Conference on Function Theory dedicated to the centenary of Aleksei Fedorovich Leont ev, 2017-05-24, 2017-05-27, , , . 100

8. Göktaş, S.; Maris, E., On the Spectral Expansions of a Boundary Value Problem with a Spectral Parameter Depending on Quadratically in One Boundary Condition. Modern Mathematics and Its Applications, 2017-05-18, 2017-05-20, Ufa, Russia, 2017. 100

7. GÖKTAŞ, S.; MARİS, E., On the Spectral Expansions of a Boundary Value Problem with a Spectral Parameter Depending on Quadratically in One Boundary Condition. Modern Mathematics and Its Applications, 2017-05-18, 2017-05-20, , , . 100

6. MARİS, E.; GÖKTAŞ, S., On the Uniform Convergence Fourier Series Expansions of a Spectral Problem with Eigenparameter in a Boundary Condition. International Conference on Mathematics and Mathematics Educatio, 2017-05-11, 2017-05-13, , , . 100

5. KERİMOV, N.; MARİS, E., On the Spectral Expansions of a Boundary Value Problem with eigenparameter in both Boundary Conditions. International Conference on Mathematics and Mathematics Education (ICMME-2017), 2017-05-11, 2017-05-13, Şanlıurfa, Turkey, 2017. 100
http://theicmme.org/

4. KERİMOV, N.; MARİS, E., On the Spectral Expansions of a Boundary Value Problem witheigenparameter in both Boundary Conditions. International Conference on Mathematics and Mathematics Education, 2017-05-11, 2017-05-13, , , . 100

3. MARİS, E.; GÖKTAŞ, S., On the Spectral Properties of a Boundary Value Problem. International Intuitionistic Fuzzy Sets and Contemporary Mathematics Conference, 2017-05-03, 2017-05-07, , , . 100

2. Kerimov, N.; Göktaş, S.; Maris, E., On the Uniform Convergence of Spectral Expansions for a Spectral Problem Rationally Dependent on the Eigenparameter. INTERNATIONAL CONFERENCE ON RECENT ADVANCES IN PURE AND APPLIED MATHEMATICS, 2016-05-19, 2016-05-23, Muğla, Turkey, 2016. 100

1. Kerimov, N.; Göktaş, S.; Maris, E., On Spectral Expansions of Eigenfunctions System of One Boundary Value Problem. International Conference on Mathematics and Mathematics Education, 2016-05-12, 2016-05-14, Elazığ, Turkey, 2016. 100

International - Abstract - Poster 50

1. Maris, E.; Göktaş, S., On the Uniform Convergence Fourier Series Expansions of a Spectral Problem with Eigenparameter in a Boundary Condition. International Conference on Mathematics and Mathematics Educatio, 2017-05-11, 2017-05-13, Şanlıurfa, Turkey, 2017. 50

National - Full text - Oral 100

1. Kerimov, N.; Maris, E., Sınır Koşulu Spektral Parametre İçeren Bir Sınır Değer Probleminin Kök Fonksiyonlara Göre Ayrışımların Bazı Özellikleri. 9. Ankara Matematik Günleri, 2014-06-12, 2014-06-13, Ankara, Turkey, 2014. 100

National - Abstract - Oral 50

1. Maris, E.; Göktaş, S., On the Spectral Properties of a Boundary Value Problem. International Intuitionistic Fuzzy Sets and Contemporary Mathematics Conference, 2017-05-03, 2017-05-07, Mersin, Turkey, 2017. 50

National - Manager 100

1. On the Uniform Convergence of the Expansions in terms of Root Functions of a Spectral Problem Quadratically Dependent on the Eigenparameter in One Boundary Condition, BAP, Project Number: 2018-2-AP1-2977, 4000 TL, Manager, Continue... 100

International Journal [Year, Count] 10
1. BULLETIN OF THE MALAYSIAN MATHEMATICAL SCIENCES SOCIETY , [ 2018 : 1 ] . 5
2. BULLETIN OF İRANIAN MATHEMATICAL SOCIETY , [ 2018 : 1 ] . 5

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