Slide background
Mersin Üniversitesi

  Sertaç Göktaş
users.ozgecmis
:
Department
:
Faculty of Arts and Science .
Business Address
:
Mersin University Faculty Of Science And Letters Mathematics Department Çiftlikköy Campus 33343 Yenişehir,mersin, Turkey .
Phone
:
+90-324-3610001 .
Internal
:
14806 .
Fax
:
+90-- .
Created
:
2015-06-02 12:10:13 .
Last Modification
:
2020-02-17 15:26:50 .
Researcher ID :
Scopus ID :
Scholar ID :
h-index :
3
Publons ID :
Point :

Degree Department/Program Institute Year
MATHEMATICS FIRAT UNIVERSITY 2011
MASTER MATHEMATICS FIRAT UNIVERSITY 2013
DOCTORATE MATHEMATICS MERSIN UNIVERSITY 2018
Doctorate Thesis

1. ON THE UNIFORM CONVERGENCE OF THE EXPANSIONS IN TERMS OF ROOT FUNCTIONS OF SOME DIFFERENTIAL OPERATORS, Supervisor: Dr. Hanlar REŞİDOĞLU, Mersin University, Graduate School of Natural and Applied Sciences, Mathematics Department, Mersin, Turkey, 2017.

Master Thesis

1. INVERSE NODAL PROBLEM FOR DIFFUSION OPERATOR, Supervisor: Dr. Hikmet KEMALOĞLU, Fırat University, Graduate School of Natural and Applied Sciences, Mathematics Department, ELAZIĞ, Turkey, 2013.

Title Institute Year
RESEARCH ASSISTANT MERSIN UNIVERSITY 2013-12-25 - 2018-01-15
DOKTOR OGRETIM UYESI MERSIN UNIVERSITESI 2018-04-19 - Continue
Title Dutie Institution/Other Year
2019-05-06 - Continue
ANABILIM DALI BASKANI FEN EDEBIYAT FAKULTESI MERSIN UNIVERSITY 2018-07-19 - Continue
2019-10-01 - 2022-10-01
BOLUM BASKAN YARDIMCISI FEN EDEBIYAT FAKULTESI MERSIN UNIVERSITY 2018-09-12 - 2019-08-19
International - SCI/SCI-Expanded category 6000
2019
6. MARİS, E.; GÖKTAŞ, 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
2018
5. GÖKTAŞ, S.; KEMALOĞLU, H.; Gulsen, T. Inverse nodal problem for polynomial pencil of Sturm‐Liouville operator. MATHEMATICAL METHODS IN THE APPLIED SCIENCES, 2018, 41, 7576-7582. 1000 + 0
https://doi.org/10.1002/mma.5220

2017
4. Gulsen, T.; Yilmaz, E.; GÖKTAŞ, S. Conformable fractional Dirac system on time scales. JOURNAL OF INEQUALITIES AND APPLICATIONS, 2017, 2017, 1-10. 1000 + 0
http://dx.doi.org/10.1186/s13660-017-1434-8

3. GÖKTAŞ, S.; KERİMOV, N.; MARİS, E. On the Uniform Convergence of Spectral Expansions for a Spectral Problem with a Boundary Condition Rationally Depending on the Eigenparameter. JOURNAL OF THE KOREAN MATHEMATICAL SOCIETY, 2017, 54, 1175-1187. 1000 + 5

Times Cited: 1
2016
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, 80, 1-14. 1000 + 0
2015
1. Yilmaz, E.; Goktas, S.; Koyunbakan, H. On the Lipschitz stability of inverse nodal problem for p-Laplacian Schrodinger equation with energy dependent potential. BOUNDARY VALUE PROBLEMS, 2015, 2019, 1-8. 1000 + 10
https://dx.doi.org/10.1186/s13661-015-0298-4


Times Cited: 2
International - Abstract - Oral 1600

16. MAMEDOV, K.; GÖKTAŞ, S., The Levinson-Type Formula for a Scattering Problem . International Conference on Mathematics and Mathematics Education (ICMME 2019), 2019-07-11, 2019-07-13, Konya, Turkey, 2019. 100
http://www.icmme2019.selcuk.edu.tr/

15. Mamedov, K.; Göktaş, S., On the Continuity of The Scattering Function of a Nonselfadjoint Boundary Value Problem with a Eigenparameter in the Boundary Condition. 6th International IFS and Contemporary Mathematics Conference – IFSCOM2019, 2019-06-07, 2019-06-10, Mersin, Turkey, 2019. 100

14. GÖKTAŞ, S.; MARİS, E., A Note On The Uniform Convergence Of The Expansions In Terms Of Root Functions Of Some Spectral Problems. 5th International IFS and Contemporary Mathematics Conference – IFSCOM2018, 2018-09-06, 2018-09-09, K.Maraş, Turkey, 2018. 100
http://ifscom.com/

13. GÖKTAŞ, S.; MARİS, E., Uniform Convergence of Spectral Expansions for Continuous Functions for A Problem with a Eigenparameter in the Boundary Condition. International Conference on Mathematics: An Istanbul Meeting for World Mathematicians, 2018-07-03, 2018-07-06, İstanbul, Turkey, 2018. 100
http://icomath.com/

12. GÖKTAŞ, S.; MARİS, E., A Remark On Comparison Of The Uniform Convergence Conditions Of Spectral Expansions For Two Spectral Problems With A Linear Function Of Spectral Parameter In One Boundary Condition. VII International Youth Scientific-Practical Conference Mathematical Modeling of Processes and Systems, 2017-12-07, 2017-12-09, Ufa, Russia, 2017. 100

11. GÖKTAŞ, S.; MARİS, E., On Comparison Of The Uniform Convergence Conditions Of Spectral Expansions For Two Boundary Value Problems With Spectral Parameter In One Boundary Condition. VII International Youth Scientific-Practical Conference Mathematical Modeling of Processes and Systems, 2017-12-07, 2017-12-09, Ufa, Russia, 2017. 100

10. 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. 2nd International Mediterranean Science and Engineering Congress (IMSEC 2017), 2017-10-25, 2017-10-27, Adana, Turkey, 2017. 100
http://imsec2017.org/default.aspx

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, Ufa, Russia, 2017. 100

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

7. 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 Education (ICMME-2017), 2017-05-11, 2017-05-13, Şanlıurfa, Turkey, 2017. 100
http://theicmme.org/

6. Gülşen, T.; Yılmaz, E.; GÖKTAŞ, S., Conformable Fractional Order Dirac System on Time Scales. 4th International Intuitionistic Fuzzy Sets and Contemporary Mathematics Conference (IFSCOM 2017), 2017-05-03, 2017-05-07, Mersin, Turkey, 2017. 100

5. MARİS, E.; GÖKTAŞ, S., On the Spectral Properties of a Boundary Value Problem. 4th International Intuitionistic Fuzzy Sets and Contemporary Mathematics Conference (IFSCOM 2017), 2017-05-03, 2017-05-07, Mersin, Turkey, 2017. 100

4. 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 (ICRAPAM 2016), 2016-05-19, 2016-05-23, Muğla, Turkey, 2016. 100

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

2. Göktaş, S.; Maris, E.; Kerimov, N., ON THE UNIFORM CONVERGE OF THE SPECTRAL EXPANSIONS IN TERMS OF ROOT FUNCTIONS FOR ONE SPECTRAL PROBLEM. 7-th International Conference on "Mathematical Analysis, Differential Equation & Their Applications MADEA-7", 2015-09-08, 2015-09-13, BAKÜ, Azerbaijan, 2015. 100
http://madea2015.imm.az/

1. Yimaz, E.; Göktaş, S.; Koyunbakan, H., ON THE LIPSCHTZ STABILITY OF INVERSE NODAL PROBLEM FOR P-LAPLACIAN SCHRODINGER EQUATION WITH ENERGY DEPENDENT. INTERNATIONAL CONFERENCE ON APPLİED ANALYSİS AND MATHEMATİCAL MODELLİNG , 2013-06-02, 2013-06-05, İSTANBUL, Turkey, 2013. 100

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] 4
1. CONSTRUCTIVE MATHEMATICAL ANALYSIS , [ 2009 : 1 ] . 4
International 0
1. International Scientific-Practical Conference Modern Mathematics and Its Applications, Ufa/Rusya Federasyonu, 2017-05-20, Ufa, Russia. 0
2. VII International Youth Scientific-Practical Conference Mathematical Modeling of Processes and Systems, Ufa/Rusya Federasyonu, 2017-12-09, Ufa, Russia. 0
3. VII International Youth Scientific-Practical Conference Mathematical Modeling of Processes and Systems, Ufa/Rusya Federasyonu, 2017-12-09, Ufa, Russia. 0
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Fall MAT275 Introduction To Computer Faculty of Arts and Science Mathematics 2-2-3
Fall MAT467 Equations of Mathematical Physic I Faculty of Arts and Science Mathematics 4-0-4
Fall MAT275 Introduction To Computer Faculty of Arts and Science Mathematics ( Evening Educatio... 2-2-3
Fall MAT467 Equations of Mathematical Physic I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-0-4
Fall MAT105 Calculus I Faculty of Engineering Mechanical Engineering 4-0-4
Fall İNŞ 203 Differential Equations I Faculty of Engineering Civil Engineering 3-0-3
Fall MAT 694 Time Scales Calculus I Institute of Science Department of Mathematics 3-0-3
Fall MAT 801 Special Topics In Mathematics Institute of Science Department of Mathematics 4-0-0
Fall MAT 802 Special Topics In Mathematics Institute of Science Department of Mathematics 4-0-0
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Spring MAT102 Analysis II Faculty of Arts and Science Physics 4-2-5
Spring MAT452 Selected Topics In Mathematical Logic II Faculty of Arts and Science Mathematics 4-0-4
Spring OÖÖ410 Practice For Teaching II Faculty of Education Pre - School Teaching ( Evenin... 2-6-5
Spring MAT452 Selected Topics In Mathematical Logic II Faculty of Arts and Science Mathematics ( Evening Educatio... 4-0-4
Spring MAT106 Mathematics II Faculty of Engineering Metallurgical and Materials En... 4-0-4
Spring MAT 695 Time Scales Calculus II Institute of Science Department of Mathematics 3-0-3
Spring MAT 801 Special Topics In Mathematics Institute of Science Department of Mathematics 4-0-0
Spring MAT 539 Introduction To Linear Operator Theory Institute of Science Department of Mathematics 3-0-3
Spring MAT 802 Special Topics In Mathematics Institute of Science Department of Mathematics 4-0-0
Fall MAT105 Mathematics I Faculty of Engineering Metallurgical and Materials En... 4-0-4
Fall MAT421 Selected Topics In Geometry I Faculty of Arts and Science Mathematics 4-0-4
Fall MAT451 Selected Topics In Mathematical Logic I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-0-4
Fall SEP101 Basic Mathematics In Primary School Faculty of Education Primary School Teaching 3-0-3
Fall MAT101 Analysis I Faculty of Arts and Science Physics 4-2-5
Fall OÖÖ409 Practice For Teaching I Faculty of Education Pre - School Teaching 2-6-5
Fall SEM YL Seminar Institute of Science Institute of Science 0-0-0
Fall MAT 694 Time Scales Calculus I Institute of Science Department of Mathematics 3-0-3
Fall MAT 802 Special Topics In Mathematics Institute of Science Department of Mathematics 4-0-0
Fall MAT 801 Special Topics In Mathematics Institute of Science Department of Mathematics 4-0-0
Summer MAT105 Calculus I Faculty of Engineering Computer Engineering 4-0-4
Summer MAT105 Calculus I Faculty of Engineering Mechanical Engineering 4-0-4
Summer MAT105 Calculus I Faculty of Engineering Computer Engineering 4-0-4
Summer MAT105 Calculus I Faculty of Engineering Mechanical Engineering 4-0-4
Summer MAT106 Calculus II Faculty of Engineering Computer Engineering 4-0-4
Summer MAT106 Calculus II Faculty of Engineering Mechanical Engineering 4-0-4
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Spring MAT106 Calculus II Faculty of Engineering Computer Engineering 4-0-4
Spring MAT452 Selected Topics In Mathematical Logic II Faculty of Arts and Science Mathematics ( Evening Educatio... 4-0-4
Spring MAT452 Selected Topics In Mathematical Logic II Faculty of Arts and Science Mathematics 4-0-4
Spring SNF102 Basic Mathematic II Faculty of Education Primary School Teaching 2-0-2
Spring MÖP302 Differantial Equations Faculty of Education Elementary Mathematics Teachin... 4-0-4
Spring MÖP202 Analyse II Faculty of Education Elementary Mathematics Teachin... 4-2-5
Spring FBA106 General Mathematics II Faculty of Education Science Teaching 2-0-2
Spring MAT 106 Mathematics II Faculty of Engineering Civil Engineering 4-0-4
Spring MAT106 Mathematics II Faculty of Engineering Metallurgical and Materials En... 4-0-4
Spring MAT 539 Introduction To Linear Operator Theory Institute of Science Department of Mathematics 3-0-3
Fall MAT203 Differential Equations Faculty of Engineering Metallurgical and Materials En... 4-0-4
Fall MAT105 Calculus I Faculty of Engineering Computer Engineering 4-0-4
Fall FBA105 General Mathematic I Faculty of Education Science Teaching 2-0-2
Fall MÖP201 Analyse I Faculty of Education Elementary Mathematics Teachin... 4-2-5
Fall MÖP301 Analyse Iii Faculty of Education Elementary Mathematics Teachin... 3-0-3
Fall SNF101 Basic Mathematic I Faculty of Education Primary School Teaching 2-0-2
Fall SEP101 Basic Mathematics In Primary School Faculty of Education Primary School Teaching 3-0-3
Fall MAT191 Basic Mathemathics Faculty of Arts and Science Biotechnology 2-0-2
Fall MAT451 Selected Topics In Mathematical Logic I Faculty of Arts and Science Mathematics 4-0-4
Fall MAT451 Selected Topics In Mathematical Logic I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-0-4
Summer MAT106 Calculus II Faculty of Engineering Electrical and Electronics Eng... 4-0-4
Summer MAT106 Calculus II Faculty of Engineering Computer Engineering 4-0-4
Summer MAT105 Calculus I Faculty of Engineering Electrical and Electronics Eng... 4-0-4
Summer MAT105 Calculus I Faculty of Engineering Computer Engineering 4-0-4