SEYİT TEMİR

        PROFESSOR

E-mail                       :     seyittemir@adiyaman.edu.tr

Phone                      :      0416-2233800/4007

Address                   :      Adıyaman University, Arts and Science Faculty, Department of Mathematics,                             

                                   Adıyaman-TURKEY

EDUCATION:

BSc	Hacettepe University-Faculty of Science-Department of Mathematics	1989
MSc	Yüzüncü Yıl University- Graduate School of Natural and Applied Sciences- Department of Mathematics	1994
PhD	Yüzüncü Yıl University- Graduate School of Natural and Applied Sciences- Department of Mathematics	1998

 

      Academic titles:

PROFESSOR				ADIYAMAN UNIVERSITY/FACULTY OF ARTS AND SCIENCES/DEPARTMENT OF MATHEMATICS/DEPARTMENT OF ANALYSIS AND FUNCTION THEORY
2016-
PROFESSOR				HARRAN UNIVERSITY/FACULTY OF ARTS AND SCIENCES/DEPARTMENT OF MATHEMATICS/DEPARTMENT OF ANALYSIS AND FUNCTION THEORY
2013-2016
ASSOCIATE PROFESSOR				HARRAN UNIVERSITY/FACULTY OF ARTS AND SCIENCES/DEPARTMENT OF MATHEMATICS/DEPARTMENT OF ANALYSIS AND FUNCTION THEORY
2008-2013
ASSISTANT PROFESSOR 1998-2008				HARRAN UNIVERSITY/FACULTY OF ARTS AND SCIENCES/DEPARTMENT OF MATHEMATICS/DEPARTMENT OF ANALYSIS AND FUNCTION THEORY

Research Publications  

Papers published in international refereed journals:

1.TEMİR SEYİT (2021).  Weak and strong convergence theorems for three Suzuki’s
generalized nonexpansive mappings.  Publications de l'Institut Mathématique (Yayın No: 7047955)

2. TEMİR SEYİT (2021).  CONVERGENCE THEOREMS OF NEW THREE-STEP ITERATIONS SCHEME FOR I-ASYMPTOTICALLY NONEXPANSIVE MAPPINGS.  International Journal of Nonlinear Analysis and Applications (Yayın No: 7047951)

3. TEMİR SEYİT (2015).  Convergence theorems of a scheme for I asymptotically quasi nonexpansive type mapping in Banach space.  Publications de l'Institut MathematiquePublications de l'Institut Math?matique (Belgrade), 97(111), 239-251., Doi: 10.2298/PIM130818001T (Yayın No: 2977788)

4. TEMİR SEYİT (2013).  CONVERGENCE OF AN IMPLICIT ITERATION PROCESSWITH ERRORS FOR TWO ASYMPTOTICALLYNONEXPANSIVE MAPPINGS.  DEMONSTRATIO MATHEMATICA, 46(4), 783-795. (Yayın No: 280782)

5. Temir S, Kılıçman A (2013).  Approximating Common Fixed Points for a Finite Familyof Asymptotically Nonexpansive Mappings Using IterationProcess with Errors Terms.  Abstract and Applied Analysis, 974317(974317), 1-8., Doi: http://dx.doi.org/10.1155/2013/974317 (Yayın No: 280708)

6. Akin H. , Ganikhodjaev N. , Uguz S. , Temir S. (2012).  Behaviors of Phase Diagrams of Ising Model with Competing Ternary andBinary Interactions on a Cayley Tree of Arbitrary Order.  ACTA PHYSICA POLONICA A, 121(1), 104-107. (Yayın No: 280087)

7. Uguz S. , Ganikhodjaev N. , Akin H. , Temir S. (2012).  The Competing Interactions on a Cayley Tree Like Lattice  PentagonalChandelier.  ACTA PHYSICA POLONICA A, 121(1), 114-118. (Yayın No: 280095)

8.Temir Seyit, Kızıltunc Hükmi (2012).  Modified three step iterative process with errors for common fixed point of generalized asymptotically quasi nonexpansive mappings.  Tamkang Journal Mathematics, 43(4), 577-586. (Yayın No: 255400)

9.UGUZ SELMAN, GANIKHODJAEV NASIR, AKIN HASAN, TEMIR SEYIT (2012).  LYAPUNOV EXPONENTS AND MODULATED PHASES OF AN ISING MODEL ON CAYLEY TREE OF ARBITRARY ORDER.  International Journal of Modern Physics C, 23(05), 1-12., Doi: 10.1142/S0129183112500398 (Yayın No: 279920)

10.Ganikhodjaev Nasir, Temir Seyit, Akın Hasan, Uguz Selman (2011).  Potts Model with Simplest Modulated Phase.  Journal of Korean Physical Society, 59(No. 5), 2971-2979. (Yayın No: 255438)

11.Ganikhodjaev Nasir, Akın Hasan, Uğuz Selman, Temir Seyit (2011).  Phase diagram and extreme Gibbs measures of the Ising model on a Cayley tree in the presence of competing binary and ternary interactions.  Phase Transitions, 84(11-12), 1045-1063., Doi: 10.1080/01411594.2011.579395 (Yayın No: 255451)

12.Kiziltunc Hukmi, Temir Seyit (2011).  Convergence theorems by a new iteration process for a finite family of nonself asymptotically nonexpansive mappings with errors in Banach spaces.  Computers & Mathematics with Applications, 61(9), 2480-2489., Doi: 10.1016/j.camwa.2011.02.030 (Yayın No: 255449)

13.Mukhamedov F., Akın H., Temir Seyit, Abduganiev A. (2011).  On quantum quadratic operators of and their dynamics.  Journal of Mathematical Analysis and Applications, 376(2), 641-655., Doi: 10.1016/j.jmaa.2010.10.047 (Yayın No: 279938)

14.Temir Seyit, Kiziltunc Hukmi (2011).  On the convergence of three step iterative sequences with errors for nonself asymptotically quasi nonexpansive type mappings in Banach spaces.  Filomat, 25(4), 127”-136., Doi: 10.2298/FIL1104127T (Yayın No: 279888)

15.Akin H., Rozikov U. A., Temir S. (2011).  A New Set of Limiting Gibbs Measures for the Ising Model on a Cayley Tree.  Journal of Statistical Physics, 142(2), 314-321., Doi: 10.1007/s10955-010-0106-6 (Yayın No: 279741)

16.Akin , Temir (2011).  On phase transitions of the Potts model with three competing interactions on Cayley tree.  Condensed Matter Physics, 14(2), 1-11., Doi: 10.5488/CMP.14.23003 (Yayın No: 279754)

17.Akin H., Rozikov U. A., Temir S. (2011).  A New Set of Limiting Gibbs Measures for the Ising Model on a Cayley Tree.  Journal of Statistical Physics, 142(2), 314-321., Doi: 10.1007/s10955-010-0106-6 (Yayın No: 255447)

18.TEMİR SEYİT (2010).  Convergence of Three Step Iterations Scheme for Nonself Asymptotically Nonexpansive Mappings   Fixed Point Theory and Applications  Volume 2010  2010   Article ID 783178  15 pages.  Fixed Point Theory and Applications, 2010(783178), 1-15. (Yayın No: 255412)

19.TEMİR SEYİT (2010).  Convergence theorems of a scheme with errors for I asymptotically quasi  nonexpansive mappings.  J. Nonlinear Sci. Appl., 3(3), 222-233. (Yayın No: 280152)

20.Dzhalilov Akhtam, Akin Hasan, Temir Seyit (2010).  Conjugations between circle maps with a single break point.  Journal of Mathematical Analysis and Applications, 366(1), 1-10., Doi: 10.1016/j.jmaa.2009.12.050 (Yayın No: 279901)

21.Mukhamedov Farrukh , Temir Seyit , Akin Hasan (2010).  A note on dominant contractions of Jordan algebras.  TURKISH JOURNAL OF MATHEMATICS, 34(1), 85-93., Doi: 10.3906/mat-0810-24 (Yayın No: 255454)

22.Temir S, Aykanat G (2009).  Convergence of implicit iterative process for  finite family of I nonexpansive mappings.  Demonstratio Mathematica-DM, 42(Vol. 42-1), 175-184. (Yayın No: 280176)

23.TEMİR SEYİT (2009).  On the convergence theorems of implicit iteration process for a finite family of I asymptotically nonexpansive mappings.  Journal of Computational and Applied Mathematics, 225( Issue 2), 398-405. (Yayın No: 280290)

24.Ganikhodjaev N., Temir S., Akin H. (2009).  Modulated Phase of a Potts Model with Competing Binary Interactions on a Cayley Tree.  Journal of Statistical Physics, 137(4), 701-715., Doi: 10.1007/s10955-009-9869-z (Yayın No: 279949)

25.Mukhamedov F, Mukhamedov M, Temir S (2008).  On multiparameter weighted ergodic theorem for noncommutative Lp spaces.  Journal of Mathematical Analysis and Applications, 343(343), 226-232. (Yayın No: 280130)

26.Temir Seyit, Gül Özlem (2007).  Convergence theorem for I asymptotically quasi nonexpansive mapping  in Hilbert space.  Journal of Mathematical Analysis and Applications, 329(3), 759-765. (Yayın No: 255443)

27.Ganikhodjaev Nasir , Akin Hasan , Temir Seyit (2007).  Potts model with two competing binary interactions.  TURKISH JOURNAL OF MATHEMATICS, 31(3), 229-238. (Yayın No: 279979)

28.Temir S, Gül Ö (2007).  Nonlinear  mean ergodic theorems for semigroups in Hilbert spaces.  Fixed Point Theory and Applications, 73246(2007, Article ID 73246), 1-9. (Yayın No: 280199)

29.Mukhamedov Farruk, Temir Seyit (2007).  A few remarks on mixing properties of C  dynamical systems.  Rocky Mountain  Journal of  Mathematics, 37(5), 1685-1703. (Yayın No: 255408)

30.Mukhamedov Farruh, Temir Seyit, Akin Hasan (2006).  On mixing and completely mixing properties of positive L 1 contractionsof finite Von Neumann algebras.  Proceedings of the American Mathematical Society, 134(03), 843-851., Doi: 10.1090/S0002-9939-05-08072-X (Yayın No: 280071)

31.Mukhamedov F, Temir S (2005).  A property of weak convergence of positive contraction  of von Neumann algebras.  Turk J. Math., 29(29), 315-321. (Yayın No: 280231)

32. Temir S. (2002).  On subaditive processes on direct product of countable amenable groups.  Publications de L’Institut Mathematique , 72(86), 119-122. (Yayın No: 255434)

Proceedings presented at scientific meetings

1. Temir S. (2008). Convergence Theorems of I-Quasi-Nonexpansive Maps. International Workshop on New Trends in Science and Technology (Tam Metin Bildiri/Sözlü Sunum)(Yayın No:7047961)
2. Temir S. (2013). Strong Convergence Theorem of a New Iteration Process with Errors for Finite Family of Asymptotically Nonexpansive Mappings. International Conference on Mathematical Sciences and Statistics (ICMSS2013) (Tam Metin Bildiri/Sözlü Sunum)(Yayın No:7047968).
3. Uguz S., Ganikhodjaev N., Temir S., Akin H., Modulated Phase of an Ising System with Competing Interactions on a Cayley Tree of Arbitrary Order.  NUMERICAL ANALYSIS AND APPLIED MATHEMATICS, VOLS I-III, 1281, 2074-2077. (Tam Metin Bildiri/)(Yayın No:280365)

      4. Temir S., Ganikhodjaev N., Akín H., Uǧuz S.,  Phase Diagrams of a Potts Model with Competing Binary and TernaryInteractions.  NUMERICAL ANALYSIS AND APPLIED MATHEMATICS, VOLS I-III, 1281, 2069-2073.,                 Doi: 10.1063/1.3498356 (Tam Metin Bildiri/)(Yayın No:280333)

5. Akin H., Uǧuz S., Temir S., Behaviors of Phase Diagrams of an Ising Model on a Cayley Tree LikeLattice Rectangular Chandelier. NUMERICAL ANALYSIS AND APPLIED MATHEMATICS, VOLS I-III, 1281, 607-611., Doi: 10.1063/1.3498550 (Tam Metin Bildiri/)(Yayın No:280346)

Books

1.  Ganikhodjaev N., Temir S., Uguz S., Akin H., “A renormalization-group study of the Potts model with competing ternary and binary interactions”, Nonlinear Dynamics of Complex Systems: Applications in Physical, Biological and Financial Systems, pages 117-125, Editors: J.A. Tenreiro Machado, Dumitru Baleanu, Albert Luo, Chapter 10, October 2011. 400 p. w. 50 figs. 235 mm, SPRINGER, BERLIN, ISBN-13: 9781461402305.

Tasks performed in projects

        Project No: 109T678 Project Title: “Cayley ağacı üzerindeki örgü modellerin dinamik sistemlerinin limit davranışları ve faz diyagramları “,  TÜBİTAK 1010 Evrensel Araştırmacı (Evrena) Programı. 2010-2012.