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Mersin Üniversitesi

  Professor Mehmet Küçükaslan
users.ozgecmis
:
Department
:
Faculty of Arts and Science .
Business Address
:
Mersin Üniversitesi Fen Edebiyat Fakültesi Çiftlikköy Kampüsü 33343 Yenişehir/ Mersin .
Phone
:
+90-324-3610001 .
Internal
:
4582 .
Fax
:
+90-324-3610047 .
Alternative e-mail
:
Created
:
2015-05-24 08:59:23 .
Last Modification
:
2019-11-19 10:02:02 .
Researcher ID :
Scopus ID :
Orcid ID :
Scholar ID :
h-index :
2
Publons ID :
Point :

Degree Department/Program Institute Year
1994
1997
2003
Doctorate Thesis

1. On the convergence of Fourier Series, Supervisor: Dr. Fikret Kuyucu, Çukurova University, Graduate School of Natural and Applied Sciences, Mathematics Department, Adana, Turkey, 2003.

Master Thesis

1. Tauberian Theorems, Supervisor: Dr. Hüsnü KIZMAZ, Mersin University, Graduate School of Natural and Applied Sciences, Mathematics Department, Mersin, Turkey, .

Title Institute Year
PROFESSOR MERSIN UNIVERSITY 2015-01-15 - Continue
Title Dutie Institution/Other Year
DANISMAN MTD 2012-01-01 - Continue
FARABI COORDINATOR FARABI COORDINATOR 2008-06-01 - Continue
ERASMUS COORDINATOR ERASMUS COORDINATOR 2004-01-01 - Continue
PRESIDENT PRESIDENT OF SCIENCE INSTITUTE 2013-03-03 - 2015-03-10
VICE PRESIDENT - 2012-03-01 - 2013-05-01
BOLUM BASKAN YARD. BOLUM BASKAN YARD. MERSIN UNIVERSITY 2008-01-01 - 2012-01-08
KYK KYK MERSIN UNIVERSITY 2007-01-01 - 2011-01-01
International - SCI/SCI-Expanded category 12000
2019
12. Kılıçman, A.; Borgahain, S.; Küçükaslan, M. Some Tauberian conditions on logarithmic density. ADVANCES IN DIFFERENCE EQUATIONS, 2019, 2019, 1-9. 1000 + 0
2018
11. Konca, .; Küçükaslan, M. On Asymptotically f-Statistical Equivalent Sequences. JOURNAL OF THE INDONESIAN MATHEMATICAL SOCIETY, 2018, 24, 54-61. 1000 + 0
Publications_007.pdf

2017
10. Altınok, M.; Dovgoshey, O.; Kucukaslan, M. UNIONS AND IDEALS OF LOCALLY STRONGLY POROUS SETS. TURKISH JOURNAL OF MATHEMATICS, 2017, 6, 1-32. 1000 + 0
10.3906/mat-1604-44

9. Koşar, C.; Küçükaslan, M.; Et, M. On Asymptotically Deferred Statistical Equivalence of Sequences . FILOMAT, 2017, 31, 5139-5150. 1000 + 0
https://doi.org/10.2298/FIL1716139K

Publications_006.pdf

2015
8. Deger, U.; Kucukaslan, M. A generalization of deferred Cesaro means and some of their applications. JOURNAL OF INEQUALITIES AND APPLICATIONS, 2015, Article ID: 14. 1000 + 0
https://dx.doi.org/10.1186/s13660-014-0532-0

2014
7. Kucukaslan, M.; Deger, U.; Dovgoshey, O. On the Statistical Convergence of Metric-Valued Sequences. UKRAINIAN MATHEMATICAL JOURNAL, 2014, 66, 796-805. 1000 + 0
https://dx.doi.org/10.1007/s11253-014-0974-z

2013
6. Dovgoshey, O.; Abdullayev, F.; Kucukaslan, M. TANGENT METRIC SPACES TO STARLIKE SETS ON THE PLANE. JOURNAL OF NONLINEAR AND CONVEX ANALYSIS, 2013, 14, 551-581. 1000 + 0
2011
5. Abdullayev, F.; Dovgoshey, O.; Kucukaslan, M. METRIC SPACES WITH UNIQUE PRETANGENT SPACES. CONDITIONS OF THE UNIQUENESS. ANNALES ACADEMIAE SCIENTIARUM FENNICAE-MATHEMATICA, 2011, 36, 353-392. 1000 + 20
https://dx.doi.org/10.5186/aasfm.2011.3623


Times Cited: 4
4. Kosar, C.; Kucukaslan, M.; Abdullayev, F. Convergence of the p-Bieberbach polynomials in regions with zero angles. PROCEEDINGS OF THE ESTONIAN ACADEMY OF SCIENCES, 2011, 60, 104-114. 1000 + 0
https://dx.doi.org/10.3176/proc.2011.2.05

2010
3. Kucukaslan, M.; Kosar, C.; Abdullayev, F. Uniform Convergence of Some Extremal Polynomials in Domain with Corners on the Boundary. JOURNAL OF INEQUALITIES AND APPLICATIONS, 2010, Article ID: 716176. 1000 + 5
https://dx.doi.org/10.1155/2010/716176


Times Cited: 1
2006
2. Kucukaslan, M.; Tunc, T.; Abdullayev, F. Convergence of Bieberbach polynomials inside domains of the complex plane. BULLETIN OF THE BELGIAN MATHEMATICAL SOCIETY-SIMON STEVIN, 2006, 13, 657-671. 1000 + 0
2005
1. Dovgoshei, A.; Abdullaev, F.; Kucukaslan, M. The logarithmic asymptotic expansions for the norms of evaluation functionals. SIBERIAN MATHEMATICAL JOURNAL, 2005, 46, 613-622. 1000 + 0
https://dx.doi.org/10.1007/s11202-005-0062-6

International - Covered by Other International Indexes 3970
2019
21. Konca, .; Küçükaslan, M.; Genç, E. I-statistical Convergence of Double Sequences Defined by Weight Functions in a Locally Solid Riesz Space. KONURALP JOURNAL OF MATHEMATICS, 2019, 7, 55-61. 200 + 0
Publications_012.pdf

2018
20. Mellıanı, S.; Küçükaslan, M.; Sadıkı, H.; Chadlı, L. Deferred Statistical convergence of sequences in intuitionistic Fuzzy Norm spaces. NOTES ON INTUITIONISTIC FUZZY SETS, 2018, 24, 64-78. 170 + 0
Publications_010.pdf

2016
19. Küçükaslan, M.; Yılmaztürk, M. On Deferred Statistical Convergence of Sequences. KYUNGPOOK MATH. JOURNAL, 2016, 56, 357-366. 200 + 0
http://dx.doi.org/10.5666/kmj.2016.56.2.357

18. Kurtdişi, Z.; Altınok, M.; Küçükaslan, M. On Generalized statistical convergence. P. JOURNAL OF MATHEMATICS, 2016, 5, 50-58. 200 + 0
2015
17. Altınok, M.; Dovgoshey, O.; Küçükaslan, M. Local one-sided porosity and pretangent spaces. ANALYSIS, 2015, 36, 147-171. 200 + 0
http://dx.doi.org/10.1515/anly-2015-0011

16. Inan, B.; Küçükaslan, M. Ideal convergence of sequence of sets. CONTEM. ANAL. APPL. MATH, 2015, 3, 184-212. 200 + 0
2014
15. Altınok, M.; Küçükaslan, M. A-Statistical supremum-infimum and A-statistical convergence. AZERBAYCAN JOURNAL OF MATHEMATICS, 2014, 4, 31-42. 200 + 0
2013
14. Bilet, V.; Dovgoshey, O.; Küçükaslan, M. Uniform boundedness of pretangent spaces, local constancy of metric derivatives and strong right upper porosity at a point. JOURNAL OF ANALYSIS, 2013, 21, 31-55. 200 + 0
http://sites.google.com/site/journalofanalysis/home

13. Altınok, M.; Küçükaslan, M. A-statistical Convergence and A-statistical Monotonicity. APPLIED MATHEMATICS E-NOTES, 2013, 13, 249-260. 200 + 0
http://www.math.nthu.edu.tw/~amen/2013/130924%28final%29.pdf

12. Kaya, E.; Küçükaslan, M.; Wagner, R. On statistical convergence and statistical monotonicity. ANNALES UNIV. SCI. BUDAPEST., SECT. COMP, 2013, 39, 257-270. 200 + 0
11. Yılmaztürk, M.; Mızrak, .; Küçükaslan, M. Deferred Statistical Cluster points of real valued sequences. UNIVERSAL JOURNAL OF APPLIED MATHEMATICS, 2013, 1, 1-6. 200 + 0
10. Altınok, M. Statistical supremum-infimum and statistical convergence. THE ALIGARH BULLETIN OF MATHEMATICS, 2013, 32, 1-16. 0 + 0
2012
9. Tunc, T.; Küçükaslan, M. On the uniform approximation of analytic functions by Fejer type sums of Faber series. I-MANAGER'S JOURNAL OF MATHEMATICS, 2012, 1, 8-11. 200 + 0
8. Küçükaslan, M. Weighted Statistical Convergence. INTERNATIONAL JOURNAOL AF SCIENCE AND TECHNOLOGY AND , 2012, 2, 733-737. 200 + 0
7. Küçükaslan, M.; Değer, U. On statistical Boundedness of metric valued sequences. EUROPAN JOURNAL OF PURE AND APPLIED MATHEMATICS, 2012, 5, 174-186. 200 + 6
6. Değer, U.; Dağadur, .; Küçükaslan, M. Approximation by trigonometric polynomials to functions in Lp norm. PROC. JANGJEAN MATH. SOC., 2012, 15, 203-213. 200 + 12
2011
5. Tunc, T.; Kucukaslan, M. On the Asymptotic Behavior of p-Faber Polynomials for Domains with Piecewise Analytic Boundary. ISRN APPLIED MATHEMATICS, 2011, 2011, 1-8. 200 + 0
http://dx.doi.org/10.5402/2011/263657

2009
4. Küçükaslan, M.; Abdullayev, F. New extremal polynomials and their approximation properties. NOVI SAD J. MATH, 2009, 39, 21-34. 200 + 0
http://www.emis.de/journals/NSJOM/Papers/39_2/NSJOM_39_2_021_034.pdf

2002
3. Abdullayev, F.; Küçükaslan, M. On the Properties of Orthogonal Polynomials over a Region with Analytic Weight Function. INTERNATIONAL JOURNAL OF PURE AND APPLIED MATHEMATICS, 2002, 2, 379-391. 200 + 0
2001
2. Abdullayev, F.; Küçükaslan, M. On the Convergence of the Fourier Series of Orthonormal Polynomials in the Domain with Piecewise Smooth Boundary. PROCEEDING OF IMM OF NAS OF AZERB., 2001, 14, 3-13. 200 + 0
1999
1. Abdullayev, F.; Küçükaslan, M. On the Convergence of the Fourier Series of the Orthonormal Polynomials in the Complex Plane. JOURNAL OF SCIENCE AND ENGINEERING, 1999, 11, 157-166. 200 + 0
International - Other 100
2019
1. Küçükaslan, M.; Aris, B. Sequence space defined by Fibonacci Matrix. GENERAL LETTERS IN MATHEMATICS, 2019, 6, 45-60. 100 + 0
International - ESCI kapsamındaki dergilerde yayımlanan tam makale 1000
5. Konca, .; Küçükaslan, M. On Asymptotically f-statistical equivalent set sequences in the sense of Wijsman. COMMUNICATIONS IN MATHEMATICS AND APPLICATIONS, 2019, 10, 379-390. 200 + 0
http://https://www.rgnpublications.com/journals/index.php/cma/issue/view/80

Publications_011.pdf

2017
4. Aris, B.; Küçükaslan, M. Delta Convergence and Uniform Distrubution in Lacunary Sense. COMMUNICATION IN MATHEMATICS AND APPLICATIONS, 2017, 8, 69-86. 200 + 0
https://www.rgnpublications.com/journals/index.php/cma/issue/archive

Publications_005.pdf

3. Küçükaslan, M.; Altınok, M. Ideal Limit Superior-Inferior. GAZI JOURNAL OF SCIENCE, 2017, 30, 401-411. 200 + 0
http://dergipark.gov.tr/gujs

Publications_003.pdf

2. Koşar, C.; Küçükaslan, M. SIMULTANEOUS APPROXIMATION BY GENERALIZED BIEBERBACH POLYNOMIALS. JOURNAL OF INEQUALITIES AND SPECIAL FUNCTIONS, 2017, 8, 167-174. 200 + 0
Publications_004.pdf

2016
1. Aral, N.; Küçükaslan, M. On $M_{\lambda}$-Statistical Convergence. JOURNAL OF MATHEMATICAL ANALYSIS, 2016, 7, 37-46. 200 + 0
National - Covered by ULAKBIM 200
2013
1. Yılmaztürk, M.; Küçükaslan, M. On strongly deferred Cesaro summability and deferred statistical convergence of the sequences. BEU. J.S.TECHNOLOGY, 2013, 3, 22-25. 200 + 0
National - Other 100
2015
1. Altınok, M.; Inan, B.; Küçükaslan, M. On Deferred Statistical Convergence of Sequences of Sets in Metric Space. TURKISH JOURNAL OF MATHEMATICS AND COMPUTER SCIENCE, 2015, 2015, 1-9. 100 + 0
http://tjmcs.matder.org.tr/makaleler.aspx

Publications_001.pdf

National - Book 125
1. Kerimov, N.; Abdullayev, F.; Amanov, R.; Küçükaslan, M. Tek Değişkenli Fonksiyonların İntegral Hesabı, ISBN: 978-605-395-377-7, Nobel, Number of print: 1, Total Printing Number: 1000, 260 Page, Turkish, Anakara, Turkey, 2010. 125
International - Full text - Oral 0

1. Altınok, M.; Küçükasln, M., A Note on Porosity Cluster Points. 3. International Intuitionistic Fuzzy Sets and Contemporary Mathematics Conference, 2016-08-29, 2016-09-01, Mersin, Turkey, 2016. 0

International - Abstract - Oral 3400

34. KONCA, Ş.; KÜÇÜKASLAN, M., On Asymptotically f-Statistical Equivalent Set Sequences in Wisman Sense . IECMSA 2017, 2017-08-15, 2017-08-18, Budapest, Hungary, 2017. 100

33. KOŞAR, C.; KÜÇÜKASLAN, M., Simultaneous Approximation of Generalized Bieberbach Polynomials. ICMME 2017, 2017-05-11, 2017-05-13, Şanlıurfa, Turkey, 2017. 100

32. KONCA, Ş.; KÜÇÜKASLAN, M., On Asymptotically f-Statistical Equivalent Sequences. ICRAPAM 2017, 2017-05-11, 2017-05-15, Aydın, Turkey, 2017. 100

31. ALTINOK, M.; KÜÇÜKASLAN, M., Some New Results About Porosity Convergence and Porosity Cluster Points. ICMME 2017, 2017-05-11, 2017-05-13, Şanlıurfa, Turkey, 2017. 100

30. GÜLMEZ, Ü.; KÜÇÜKASLAN, M., On Deferred Nörlund Mean. ICMME 2017, 2017-05-11, 2017-05-13, Şanlıurfa, Turkey, 2017. 100

29. ARIS, B.; KÜÇÜKASLAN, M., Delta-Convergence and Uniform Distribution in Lacunary Sense. ICMME 2017, 2017-05-11, 2017-05-13, Şanlıurfa, Turkey, 2017. 100

28. ALTINOK, M.; KÜÇÜKASLAN, M., Porosity Convergence in Metric Spaces. 4. International Intuitionistic Fuzzy Sets and Contemporary Mathematics Conference, 2017-05-03, 2017-05-07, Mersin, Turkey, 2017. 100

27. ALTINOK, M.; KÜÇÜKASLAN, M., Strongly Porous Subsets of N at Infinity. MME 2017, 2017-04-27, 2017-04-29, Ankara, Turkey, 2017. 100

26. ALTINOK, M.; KÜÇÜKASLAN, M., Porosity Limit and Cluster Points of Real Valued Sequences. 2. International Conference on Analysis and Its Applications, 2016-07-12, 2016-07-15, Kırşehir, Turkey, 2016. 100
http://icaa2016.ahievran.edu.tr

25. İnan, B.; Altınok, M.; Küçükaslan, M., Deferred Statistical Equivalence of Sequences of Sets. International Conferefce on Applied Mathematics and Analysis, 2016-07-11, 2016-07-13, Ankara, Turkey, 2016. 100

24. İnan, B.; Altınok, M.; Küçükaslan, M., Deferred Statistical Equivalence of Sequences of Sets. International Conference on Applied Mathematics and Analysis, 2016-07-11, 2016-07-13, Ankara, Turkey, 2016. 100

23. Küçükaslan, M.; Altınok, M., Porosity Convergence and Porosity Limit Points. International Conferefce on Applied Mathematics and Analysis, 2016-07-11, 2016-07-13, Ankara, Turkey, 2016. 100

22. KÜÇÜKASLAN, M.; Altınok, M., On The Relation Between Ideal Limit Sperior-Inferior and Ideal Convergence . International Conference on Mathematics and Mathematics Education, 2016-05-12, 2016-05-14, Elazığ, Turkey, 2016. 100

21. Altınok, M.; Küçükaslan, M., Porosity Supremum-Infimum of Real Valued Sequences and Porosity Convergence. International Conference on Mathematics and Mathematics Education, 2016-05-12, 2016-05-14, Elazığ, Turkey, 2016. 100

20. Altınok, M.; İnan, B.; Küçükaslan, M., On Asymptotically Wijsman Deferred Statistical Equivalence of Sequence of Sets. Intuitionistic Fuzy Sets Theory & Application, 2016-04-20, 2016-04-22, Beni Mellal, Morocco, 2016. 100

19. Altınok, M.; Dovgoshey, O.; Küçükaslan, M., Local one-sided porosity and pretangent spaces. International Conference on Recent Advances in Pure and Applied Mathematics (ICRAPAM 2015), 2015-06-03, 2015-06-06, İstanbul, Turkey, 2015. 100

18. Küçükaslan, M., On deferred statistical convergence. V. Annual International Conference of the Georgian Mathematical Union, 2014-09-08, 2014-09-12, Batumi, Georgia, 2014. 100

17. Bilet, V.; Dovgoshey, O.; Küçükaslan, M., Minimal Universal Metric Spaces. V. Annual International Conference of the Georgian Mathematical Union, 2014-09-08, 2014-09-12, Batumi, Georgia, 2014. 100

16. Küçükaslan, M.; Değer, U.; Dovgoshey, O., On statistical convergence of metric valued sequence. Mathematical analysis Differential equations and their applications, 2012-09-04, 2012-09-09, Mersin, Turkey, 2012. 100

15. Yılmaztürk, M.; Küçükaslan, M., On deferred statistical convergenceof sequence. Mathematical analysis Differential equations and their applications, 2012-09-04, 2012-09-09, Mersin, Turkey, 2012. 100

14. Küçükaslan, M.; Dardağan, Y., Local error in the approximation of Bergman Kernel Function. Theory of approximation of Functions and its applications, 2012-05-28, 2012-06-03, Kaminatse-Podolski, Ukraine, 2012. 100

13. Tunç, T.; Küçükaslan, M., On Asymptotic Behaviour of p-Faber Polynomials on some Regions of complex plane. The 5th International conference “Mathematical Analysis, differential equations and their Applications, 2010-09-15, 2010-09-20, Burgas, Bulgaria, 2010. 100

12. Küçükaslan, M.; Koşar, C.; Abdullayev, F., Uniform convergence of p-Bieberbach polynomials in regions with zero angles. The 5th International conference “Mathematical Analysis, differential equations and their Applications, 2010-09-15, 2010-09-20, Burgas, Bulgaria, 2010. 100

11. Abdullayev, F.; Küçükaslan, M., On the extremal polynomials in the complex plane. Third congress of the world mathematical socaity of Turkic countries, 2009-06-30, 2009-07-04, Almata, Kazakhstan, 2009. 100

10. Küçükaslan, M.; Koşar, C.; Abdullayev, F., Extremal Polynomials in Lp space and its Approximation Properties . Mathematical Analysis , Differential Equations and Their Applications, 2008-09-12, 2008-09-15, Fagamusta, TRNC, 2008. 100

9. Küçükaslan, M.; Abdullayev, F., On the New Extremal Polynomials in Approximation Theory. II. Türk Dünyası Matematik Sempozyumu, 2007-07-04, 2007-07-07, Sakarya, Turkey, 2007. 100

8. Kaya, E.; Küçükaslan, M., Toplamsal Aritmetik Yarı Gruplar zerine Asimtotik İfadeler. II. Türk Dünyası Matematik Sempozyumu, 2007-07-04, 2007-07-07, Sakarya, Turkey, 2007. 100

7. Abdullayev, F.; Küçükaslan, M., New Extremal Polynomials and their Approximation Properties. International Conference on Complex Analyasis and Potantial Theory, 2006-09-08, 2006-09-14, Gebze, Turkey, 2006. 100

6. Küçükaslan, M.; Tunç, T.; Abdullayev, F., Extremal Polynomials and their Approximation Properties in Domains of Complex Plane. International Conference “Problems of Modern Mathematics and Mechanics, 2005-09-20, 2005-09-22, Almata, Kazakhstan, 2005. 100

5. Küçükaslan, M., On the convergence speed of orthogonal polynomials on compact subset of the complex domain. International Conference Constructive Theory of Function, 2005-06-01, 2005-06-08, Varna, Bulgaria, 2005. 100

4. Küçükaslan, M., Uniform Convergence of the Generalized Bieberbach Polynomials in the Region with Piecewise Analytic Boundary without Cusps. International Workshop on Analysis and its Applications, 2004-09-07, 2004-09-11, Mersin, Turkey, 2004. 100

3. Abdullayev, F.; Küçükaslan, M., On the Properties of Orthogonal Polynomials over the Regions. Advances in Constructive Approximation, 2003-05-14, 2003-05-17, Nashville, United States of America, 2003. 100

2. Abdullayev, F.; Küçükaslan, M., On the Convergence of the Fourier Series with Orthogonal Polynomials İnside and on the Boundary of the Region. International Conference on Constructive Function Theory, 2002-06-19, 2002-06-23, Varna, Bulgaria, 2002. 100

1. Abdullayev, F.; Küçükaslan, M., Kompleks Düzlemde Orthogonal Polinomlardan oluşan Fourier Serilerinin Noktasal Yakınsaklığı Üzerine. First Turkish world Mathematics Symposium, 1999-07-01, 1999-07-07, Elazığ, Turkey, 2009. 100

International - Abstract - Davetli 0

1. KÜÇÜKASLAN, M.; Altınok, M., Relation Between Porosity Convergence and Tangent Space. ICMAA 2017, 2017-03-05, 2017-03-09, Maharashtra, India, 2017. 0

National - Abstract - Oral 650

13. ALTINOK, M.; KÜÇÜKASLAN, M., Porosity Yığılma Noktaları ve Bazı Temel Teoremler. 29. Ulusal Matematik Sempozyumu, 2016-08-28, 2016-08-31, Mersin, Turkey, 2016. 50
http://ums2016.mersin.edu.tr

12. İnan, B.; Küçükaslan, M., Küme Dizilerinin İdeal Yakınsaklığı. 10. Ankara Matematik Günleri, 2015-06-11, 2015-06-12, Ankara, Turkey, 2015. 50
http://amg2015.math.metu.edu.tr/

11. Altınok, M.; İnan, B.; Küçükaslan, M., Deferred Statistical convergence of Sequences of Sets. 14. Matematik Sempozyumu, 2015-05-14, 2015-05-16, Niğde, Turkey, 2015. 50

10. İnan, B.; Küçükaslan, M., Küme dizileri için ideal Supremum-İnfimum. 14. Matematik Sempozyumu, 2015-05-14, 2015-05-16, Niğde, Turkey, 2015. 50

9. Altınok, M.; Dovgoshey, O.; Küçükaslan, M., Porocity convergence. 14. Matematik Sempozyumu, 2015-05-14, 2015-05-16, Niğde, Turkey, 2015. 50

8. Küçükaslan, M.; Altınok, M., On A-statistical convergence and A-statistical monotonicity. XXVI Ulusal Matematik Sempozyumu, 2013-09-04, 2013-09-07, Diyarbakır, Turkey, 2013. 50

7. Küçükaslan, M.; Dardağan, Y., Bergman Çekirdek Fonksiyonunun yerel davranışı üzerine. XXIV. Ulusal Matematik Sempozyumu, 2011-09-07, 2011-09-10, Bursa, Turkey, 2011. 50

6. Küçükaslan, M.; Abdullayev, F., Ağırlıklı Bergman Polinomlarının yerel Davranışı Üzerine. 6. Ankara Matematik Günleri, 2011-06-02, 2011-06-03, 2011, Turkey, 2011. 50

5. Küçükaslan, M.; Koşar, C.; Abdullayev, F., Köşe noktalarına sahip Bölgelerde bazı Ekstremal polinomların düzgün yakınsaklığı. 5. Ankara Matematik Günleri, 2010-06-03, 2010-06-04, Ankara, Turkey, 2010. 50

4. Abdullayev, F.; Küçükaslan, M., Alan üzere ortogonal polinomlardan oluşan Fourier serilerinin yakınsaklığı Üzerine. XXII. Ulusal Matematik sempozyumu, 2009-08-31, 2009-09-03, İzmir, Turkey, 2009. 50

3. Abdullayev, F.; Küçükaslan, M., Ekstremal Polinomlar ve Yaklaşım Özellikleri. XXI. Ulusal Matematik Sempozyumu, 2008-09-01, 2008-09-04, İstanbul, Turkey, 2008. 50

2. Abdullayev, F.; Küçükaslan, M., Representation of the Analytic Functions by Fourier Series with Orthogonal Polynomials over the Region. XV. National Mathematical Symposium, 2002-09-04, 2002-09-07, Eskişehir, Turkey, 2002. 50

1. Küçükaslan, M., On the Convergence of The Fourier Series of Orthonormal Polynomials in the Domain with Interior Zero Angles. XIII. Ulusal Matematik Sempozyumu, 2000-09-06, 2000-09-09, İstanbul, Turkey, 2000. 50

National - Manager 200

2. Porosity Convergence and its properties, BAP, Project Number: 2016-2-TP3-1921, 6000 TL, Manager, 2019,Completed. 100

1. Deferred statistical convergence, BAP, Project Number: MEÜ.BAP-FBEMB(MY),2012-5YL, 5000 TL, Manager, 2012,Completed. 100

National - Researcher 100

2. Asymptotic Properties of Orthogonal Polynomials, BAP, Project Number: MEÜ.BAP-FEF MB(FA),2006-1, 8000 TL, Researcher, 2006,Completed. 50

1. Bieberbach Polynomials and Its Approximation Properties, BAP, Project Number: MEÜ.BAP-FEF MB(FA),2002, 5000 TL, Researcher, 2002,Completed. 50

Supervised Master Theses 1800

9. Müjde Yılmaztürk, Deferred statistical convergence, Graduate School of Natural and Applied Sciences, Mersin University, Completed. 200

8. Büşra Yaris, On Statistical Limit points, Graduate School of Natural and Applied Sciences, Mersin University, Completed. 200

7. Ümit Gülmez, Tauberian Theorems for discrete Abel Method , Graduate School of Natural and Applied Sciences, Mersin University, Continue. 200

6. Meltem Akdoğan, Deferred Density and Convergence, Graduate School of Natural and Applied Sciences, Mersin University, Continue. 200

5. M. Melis Çiçek, Bernstein Polynomials and Its approximation Properties, Graduate School of Natural and Applied Sciences, Mersin University, Completed. 200

4. Erdener Kaya, On analytic properties of additive arithmetic semi group, Graduate School of Natural and Applied Sciences, Mersin University, Completed. 200

3. Yasemin Gökay Dardağan, Approximation properties of Bergman Kernel Function, Graduate School of Natural and Applied Sciences, Mersin University, Completed. 200

2. Zehra Kurtdişi, Weighted Statistical Convergence, Graduate School of Natural and Applied Sciences, Mersin University, Completed. 200

1. Burcu İnan, Ideal convergence of sequence of sets, Graduate School of Natural and Applied Sciences, Mersin University, 2015, Completed. 200

Supervised Doctorate Theses 400

1. Maya Altınok, Porosity Convergence, Graduate School of Natural and Applied Sciences, Mersin University, 2019, Completed. 400

International Journal [Year, Count] 89
1. APPLIED MATHEMATICS E-NOTES , [ 2014 : 1 ] [ 2015 : 1 ] . 8
2. COMPUTATIONAL METHODS AND FUNCTION THEORY , [ 2015 : 1 ] . 5
3. FILOMAT , [ 2015 : 1 ] . 4
4. MATHEMATICAL REVIEW , [ 2014 : 8 ] [ 2015 : 2 ] . 40
5. ZENTRALBLATT MATHEMATICS , [ 2014 : 6 ] [ 2015 : 2 ] . 32
International
1. Paderborn University , 2014-06-27 - 2014-07-03, Paderborn, Germany.
2. Katholische University , 2013-06-21 - 2013-06-29, Ingolstat, Germany.
3. Katholische University , 2007-07-15 - 2007-07-25, Ingolstat, Germany.
4. Paderborn University , 2007-07-08 - 2007-07-15, Paderborn, Germany.
5. Katholische University , 2003-06-01 - 2003-07-31, Ingolstat, Germany.
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Fall MAT237 Analysis Iii Faculty of Arts and Science Mathematics 4-2-5
Fall MAT353 Selected Topics In Analysis I Faculty of Arts and Science Mathematics 3-0-3
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Fall MAT351 Complex Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 3-2-4
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
Fall SEM YL Seminar Institute of Science Institute of Science 0-0-0
Fall MAT 522 Real Analysis I Institute of Science Department of Mathematics 3-0-3
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Spring MAT132 Analysis II Faculty of Arts and Science Mathematics 4-2-5
Spring MAT132 Analysis II Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Spring MAT352 Complex Analysis II Faculty of Arts and Science Mathematics ( Evening Educatio... 3-2-4
Spring MAT354 Selected Topics In Analysis II Faculty of Arts and Science Mathematics 3-0-3
Spring MAT 523 Real Analysis II 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
Spring MAT 801 Special Topics In Mathematics Institute of Science Department of Mathematics 4-0-0
Fall MAT351 Complex Analysis I Faculty of Arts and Science Mathematics 3-2-4
Fall MAT353 Selected Topics In Analysis I Faculty of Arts and Science Mathematics 3-0-3
Fall MAT351 Complex Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 3-2-4
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics 4-2-5
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Fall MAT 802 Special Topics In Mathematics Institute of Science Department of Mathematics 4-0-0
Fall MAT 522 Real Analysis I Institute of Science Department of Mathematics 3-0-3
Fall MAT 555 Topology 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 SEM YL Seminar Institute of Science Institute of Science 0-0-0
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Spring MAT238 Analysis IV Faculty of Arts and Science Mathematics 4-2-5
Spring MAT132 Analysis II Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Spring MAT352 Complex Analysis II Faculty of Arts and Science Mathematics ( Evening Educatio... 3-2-4
Spring MAT352 Complex Analysis II Faculty of Arts and Science Mathematics 3-2-4
Spring MAT354 Selected Topics In Analysis II Faculty of Arts and Science Mathematics 3-0-3
Spring MAT 523 Real Analysis 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 SEM YL Seminar Institute of Science Institute of Science 0-0-0
Spring MAT 556 Topology II 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 MAT353 Selected Topics In Analysis I Faculty of Arts and Science Mathematics 3-0-3
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Fall MAT237 Analysis Iii Faculty of Arts and Science Mathematics 4-2-5
Fall MAT351 Complex Analysis I Faculty of Arts and Science Mathematics 3-2-4
Fall MAT351 Complex Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 3-2-4
Fall MAT 522 Real Analysis I Institute of Science Department of Mathematics 3-0-3
Fall MAT 555 Topology 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
Fall MAT103 Temel Matematik Vocational School of Mersin Forestry and Forest Products (... 2-0-2
Fall MAT103 Temel Matematik Vocational School of Mersin Business Administration Manage... 2-0-2
Fall MAT103 Basic Mathematics Vocational School of Mersin Occupational and Health Safety... 2-0-2
Summer MAT241 Introduction To Topology Faculty of Arts and Science Mathematics 3-0-3
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Spring MAT352 Complex Analysis II Faculty of Arts and Science Mathematics 3-2-4
Spring MAT352 Complex Analysis II Faculty of Arts and Science Mathematics ( Evening Educatio... 3-2-4
Spring MAT354 Selected Topics In Analysis II Faculty of Arts and Science Mathematics 3-0-3
Spring MAT 801 Special Topics In Mathematics Institute of Science Department of Mathematics 4-0-0
Spring MAT 556 Topology II 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
Spring SEM YL Seminar Institute of Science Institute of Science 0-0-0
Spring MAT 523 Real Analysis II Institute of Science Department of Mathematics 3-0-3
Spring MAT 555 Topology I Institute of Science Department of Mathematics 3-0-3
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Fall MAT353 Selected Topics In Analysis I Faculty of Arts and Science Mathematics 3-0-3
Fall MAT351 Complex Analysis I Faculty of Arts and Science Mathematics 3-2-4
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics 4-2-5
Fall MAT351 Complex Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 3-2-4
Fall SEM YL Seminar Institute of Science Institute of Science 0-0-0
Fall MAT 522 Real Analysis 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 555 Topology 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 MAT103 Basic Mathematics Vocational School of Mersin Occupational and Health Safety... 2-0-2
Fall MAT103 Temel Matematik Vocational School of Mersin Business Administration Manage... 2-0-2
Fall MAT103 Temel Matematik Vocational School of Mersin Forestry and Forest Products (... 2-0-2
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Spring MAT354 Selected Topics In Analysis II Faculty of Arts and Science Mathematics 3-0-3
Spring MAT132 Analysis II Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Spring MAT 555 Topology I 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
Spring MAT 801 Special Topics In Mathematics Institute of Science Department of Mathematics 4-0-0
Spring MAT 556 Topology II Institute of Science Department of Mathematics 3-0-3
Spring MAT 522 Real Analysis I Institute of Science Department of Mathematics 3-0-3
Spring MAT 523 Real Analysis II Institute of Science Department of Mathematics 3-0-3
Spring TEZ Thesis Institute of Science Institute of Science 0-0-0
Fall MAT241 Introduction To Topology Faculty of Arts and Science Mathematics 3-0-3
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Fall MAT353 Selected Topics In Analysis I Faculty of Arts and Science Mathematics 3-0-3
Fall MAT-523 Real Analysis II Gradute School of Natural and ... Mathematics 3-0-3
Fall MAT-555 Topology I Gradute School of Natural and ... Mathematics 3-0-3
Summer MAT241 Introduction To Topology Faculty of Arts and Science Mathematics 3-0-3
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Spring MAT132 Analysis II Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Spring MAT354 Selected Topics In Analysis II Faculty of Arts and Science Mathematics 3-0-3
Spring MAT-522 Real Analysis I Gradute School of Natural and ... Mathematics 3-0-3
Spring MAT-556 Topology II Gradute School of Natural and ... Mathematics 3-0-3
Fall MAT353 Selected Topics In Analysis I Faculty of Arts and Science Mathematics 3-0-3
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Fall MAT241 Introduction To Topology Faculty of Arts and Science Mathematics 3-0-3
Fall MAT-522 Real Analysis I Gradute School of Natural and ... Mathematics 3-0-3
Fall MAT-555 Topology I Gradute School of Natural and ... Mathematics 3-0-3
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Spring MAT132 Analysis II Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Spring MAT-523 Real Analysis II Gradute School of Natural and ... Mathematics 3-0-3
Spring MAT-556 Topology II Gradute School of Natural and ... Mathematics 3-0-3
Spring MAT-555 Topology I Gradute School of Natural and ... Mathematics 3-0-3
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Fall MAT241 Introduction To Topology Faculty of Arts and Science Mathematics 3-0-3
Fall MAT-522 Real Analysis I Gradute School of Natural and ... Mathematics 3-0-3
Fall MAT-555 Topology I Gradute School of Natural and ... Mathematics 3-0-3
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Spring MAT354 Selected Topics In Analysis II Faculty of Arts and Science Mathematics 3-0-3
Spring MAT306 Real Analysis II Faculty of Arts and Science Mathematics 3-0-3
Spring MAT132 Analysis II Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Spring MAT-523 Real Analysis II Gradute School of Natural and ... Mathematics 3-0-3
Spring MAT-556 Topology II Gradute School of Natural and ... Mathematics 3-0-3
Fall MAT241 Introduction To Topology Faculty of Arts and Science Mathematics 3-0-3
Fall MAT305 Real Analysis I Faculty of Arts and Science Mathematics 3-0-3
Fall MAT353 Selected Topics In Analysis I Faculty of Arts and Science Mathematics 3-0-3
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Fall MAT-522 Real Analysis I Gradute School of Natural and ... Mathematics 3-0-3
Fall MAT-555 Topology I Gradute School of Natural and ... Mathematics 3-0-3
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Spring MAT354 Selected Topics In Analysis II Faculty of Arts and Science Mathematics 3-0-3
Spring MAT132 Analysis II Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Spring MAT306 Real Analysis II Faculty of Arts and Science Mathematics 3-0-3
Spring MAT-523 Real Analysis II Gradute School of Natural and ... Mathematics 3-0-3
Spring MAT-522 Real Analysis I Gradute School of Natural and ... Mathematics 3-0-3
Spring MAT-556 Topology II Gradute School of Natural and ... Mathematics 3-0-3
Fall MAT241 Introduction To Topology Faculty of Arts and Science Mathematics 3-0-3
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Fall MAT353 Selected Topics In Analysis I Faculty of Arts and Science Mathematics 3-0-3
Fall MAT305 Real Analysis I Faculty of Arts and Science Mathematics 3-0-3
Fall MAT-555 Topology I Gradute School of Natural and ... Mathematics 3-0-3
Fall MAT-522 Real Analysis I Gradute School of Natural and ... Mathematics 3-0-3
Summer MAT241 Introduction To Topology Faculty of Arts and Science Mathematics 3-0-3
Term C.Code Course Faculty/College/Institute Department/Program T-A-C
Spring MAT354 Selected Topics In Analysis II Faculty of Arts and Science Mathematics 3-0-3
Spring MAT306 Real Analysis II Faculty of Arts and Science Mathematics 3-0-3
Spring MAT132 Analysis II Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Fall MAT353 Selected Topics In Analysis I Faculty of Arts and Science Mathematics 3-0-3
Fall MAT241 Introduction To Topology Faculty of Arts and Science Mathematics 3-0-3
Fall MAT131 Analysis I Faculty of Arts and Science Mathematics ( Evening Educatio... 4-2-5
Fall MAT305 Real Analysis I Faculty of Arts and Science Mathematics 3-0-3