corriculum vitae

CURRICULUM VITAE
Name, Surname
Office Address
Tel. (Office)
E-Mail
Nationality
Date of Birth
Mother Tongue
I.
: TAŞ, Kenan ( Prof. Dr.)
: Cankaya University , Eskişehir Yolu 29. Km, Merkez Kampus,
06790, Ankara , Turkey
: 90–312–233 14 25, 90–312–233 11 32
: [email protected]
: T.C
: March 31, 1953
: Turkish
WORK EXPERIENCE
University
Department
Position
Years
Hacettepe Univ.,Ankara
Mathematics
1976-1981
Hacettepe Univ., Ankara
Ondokuzmayis Univ.,
Samsun
Hacettepe Univ.,Ankara
Hacettepe Univ.,Ankara
AIBU, Bolu
Çankaya Univ.,Ankara
Mathematics
Mathematics
Teaching
Assistant
Dr.Assistant
Ass.Prof..Dr.
Ass.Prof. Dr.
Assoc. Prof.Dr.
Prof.Dr.
Prof.Dr.
1986-1987
1987-1994
1994-1997
1997- present
Degree
B.Sc.
M.Sc.
Ph.D.
II.
Mathematics
Mathematics
Mathematics
Mathematics and
Computer Science
1981-1983
1983-1986
EDUCATION AND TRAINING
University
Department
Years
METU, Ankara
Hacettepe Univ.,Ankara
Hacettepe Univ.,Ankara
Mathematics
Mathematics
Mathematics
1971-1976
1977-1979
1979-1981
University
Position
Years
Hacettepe Univ.,Ankara
Dr. Ass.
1981-1983
Analysis I, II
Ondokuzmayıs Univ.,
Samsun
Ass.Prof.Dr.
1983-1986
Calculus I, II
Advanced Calculus I, II
Metric Spaces I, II
Analytic Geometry
III.
TEACHING
1
Courses
Hacettepe Univ., Ankara
Ass.Prof.Dr.
1986-1987
Calculus I, II
Advanced Calculus I, II
Complex Analysis I , II
Differential Equations
Partial Dif. Equations,
Business Mathematics
Normed Spaces (Grad)
Hilbert Spaces (Grad)
Hacettepe Univ.,Ankara
Assoc.Prof.Dr.
1987-1994
Abstract Math. I, II
Topology
Advanced Calculus
Linear Algebra
Engineering Math.
Metric Spaces
Functional Analysis
(Undergraduate,Grad.)
Bilkent Univ.,Ankara
Assoc.Prof..Dr./ Part 1987-1989
Time
Matrix Algebra
Discrete Mathematics
METU , Ankara
Assoc.Prof.Dr./
Time
Calculus I
Calculus II
AIBU, Bolu
Prof.Dr.
1994-1997
Calculus I, II
Optimization theory
Advanced Calculus
Ordinary Differential Eqns.
Linear Algebra
Real Analysis I, II
Metric Spaces
Business Mathematics
Linear Programming (Graduate)
Çankaya Univ.,Ankara
Prof.Dr.
1997-Present
Calculus I, II
Linear Algebra
Engineering Mathematics
Advanced Calculus I,II
History of Mathematics
Abstract Mathematics
Business Mathematics I, II
Functional Analysis
(Undergraduate and Graduate)
Real Analysis
Ordinary Differential Equations
Topology
Part 1989-1993
2
IV.
SUPERVISORY
Completed Studies
Name of Student
Name of Thesis
Degree
Year
Belgin Şimşek
Properties of convex
functions and sub
differential
Duality
in
convex
optimization problems
M.Sc.
1987
M.Sc.
1988
Fixed point theorems
and their applications
M.Sc.
1990
Non-linear differential
equations
(Classical and modern
approach)
M.Sc.
1990
M.Sc.
1994
( Hacettepe University)
Uniformly
convex
spaces and theory of
fixed points for nonexpansive mappings
Mustafa Telci
Several fixed point
theorems in Metric
spaces
and
some
generalizations
Ph.D.
1994
Fixed point theorems in
Metric spaces
M.Sc.
1996
Fixed points of non- M.Sc.
expensive mappings
and uniformly convex
Banach spaces
1996
Fixed Point Theorems
in bitopological spaces
M.Sc.
2004
Fixed Point Theorems M.Sc.
for Cyclic Contraction
Mappings
2013
( Hacettepe University)
Neslihan Dikmen
(Ondokuzmayis Univ.)
Mustafa Telci
( Hacettepe University)
Abdülnasser Azzam
( Hacettepe University)
Ahmet Şahiner
( Hacettepe University)
Filiz Şenol
(Abant Izzet Baysal
University)
İsmail Uğur Tiryaki
(Abant Izzet Baysal
University)
Hasan Palta
(Cankaya University)
Güzin Balpetek
(Cankaya University)
3
Yaser A. Nanehkaran
(Cankaya University)
Evaluation of ECommerce Service
Quality Using the
Analytic Hierarchy
Process
Fredholm Type
Integral Equations
M.Sc.
July 2013
M.Sc.
April 2015
Merewan A. Saleh
(Cankaya University)
Solution of NonLinear
Volterra Integral
Equations of the 2nd
Kind
M.Sc.
Jan 2015
Ahmed Aljumaili
(Cankaya University)
Orthogonality of
Sturm-Liouville
Problems and Some
Asymptotic
Behaviours
M.Sc.
Jan 2015
Husam Basheer
(Cankaya University)
The Double Laplace
Transform
M.Sc.
May 2015
Sarkesh Al-Jaf
(Cankaya University)
Solution of fractional
burger equation and
studing the statistical
properties of the
solution
(alpha-psi) Type
Contractive Mappings
And Related Fixed
Point Theorems
M.Sc.
May 2014
M.Sc.
Feb 2016
Ahmed Al Retra
(Cankaya University)
Edanur Ürgüp
(Cankaya University)
V.
MAIN RESEARCH INTEREST
Analysis, Functional Analysis, Applied Mathematics, Topology ( Optimization, Fixed
point theory and its applications, Neutrices and Distributions, Fractional Differentiation
and its applications )
VI.
MANAGERIAL POSITIONS
University
Employment description
Ondokuzmayıs Univ., Samsun
Hacettepe Univ., Ankara
Bilkent
Univ., Ankara
Vice Chair of Math. Dept.
Vice Chair of Math. Dept
Member of the council of
Vocational School
4
Years
1983-1986
1986-1988
1987-1988
Hacettepe Univ., Ankara
Hacettepe Univ., Ankara
Vice Dean, Fac. Of Arts & Sci.
Member of the managerial
council of Faculty of Arts & Sci.
Member of the council of Faculty
of Arts & Sci.
Vice Rector (Student Affairs and
Comp.Center)
Vice Dean, Fac. Of Arts & Sci.
Head of Mathematics Department
Member of Senate and University
managerial council
Vice Rector, Provost
1988-1991
1988-1991
Dean of Faculty of Engineering
& Architecture (Founder and
First Dean)
Member of the council of
Interuniversities
Member of Senate and
University Managerial council
1997- 2003
Çankaya University, Ankara
Deputy Rector
Sept. 2000 – Feb. 2001
Çankaya University, Ankara
University ERASMUS
Coordinator
2004- 23 March 2007
Çankaya University, Ankara
Member of the Council of Faculty
of Arts & Sci.
Vice Rector, Provost
2007-Present
Member of the council of
Interuniversities
Member of Senate and
University Managerial council
Nov 2014 - Present
Hacettepe Univ., Ankara
AIBU, Bolu
AIBU,Bolu
AIBU,Bolu
AIBU , Bolu
Çankaya University, Ankara
Çankaya University, Ankara
Çankaya University, Ankara
Çankaya University, Ankara
Çankaya University, Ankara
Çankaya University, Ankara
Çankaya University, Ankara
VII.
1988-1993
1995-1997
1994-1997
1994-1997
1994-1997
1997- Sep. 2000
1997- 27 March 2007
1997- 23 March 2007
Nov 2014 - Present
Nov 2014 - Present
GRANTED RESEARCH PROJECTS
Name of Project
On Gateaux differentiability
of the vector valued convex
functions
Several fixed point
Theorems in Metric Spaces
and some generalizations
Supporting Institution
Role in Project
Years
TÜBİTAK (TBAG–556 )
Project supervisor
1981–1982
TÜBİTAK ( TBAG–1118)
Project supervisor
1992–1993
VIII. GRANTS and OTHER INFORMATION
a) Attended to the NATO ASI programme “Physics , Geometry and Topology“
established in Canada on August 13 – August 28 , 1989 by the grants of TUBITAK
and NATO .
5
b) Attended to the University of Leicester in July - September , 1994
(3,5 Months) as a visiting professor by the grant of British Royal Society. This visit
resulted by 2 research papers.
c) Nominated for International Professional of the Year 2005, International
Biographical Centre, Cambridge, 2005
d) Prof.Dr.Alexander K.Kushpel , Ukrania , visited me in 1995 by the grant of
NATO. This visit resulted by 2 research papers.
e) Prof.Dr.Brian Fisher , England, visited me in 1995 by the grant of NATO and
TUBITAK . This visit resulted by 1 research paper.
f) Attended to the NATO ASI programme “Algorithms for sparse large scale linear
algebraic systems: state of the art and applications in science and engineering “
established in Canarian Islands on June 23 - July 6, 1996 by the grants of
TUBITAK and NATO.
g) Prof.Dr. P.P. Murthy, India, visited me in 2009 by the grant of his University. This
visit resulted by 3 Research Papers.
IX) PUBLICATIONS AND BOOKS
A) Recent Research Papers Published in SCI (Science Citation Index) Journals
1. Sumit Chandok, Kenan Tas, and Arslan Hojat Ansari, Some Fixed Point Results
for TAC -Type Contractive Mappings, Journal of Function Spaces
Volume 2016 (2016), Article ID 1907676, 6 pages
2. P.P.Murthy, Kenan Tas, U.D. Patel, Common fixed point theorems for
generalized (ϕ,ψ)-weak contraction condition in complete metric spaces,
Journal of Inequalities and Applications, (2015) 2015:139
3. S. Rathee, A. Kumar, Kenan Tas; Invariant Approximation Results via Common
Fixed Point Theorems for Generalized Weak Contraction Maps, Abstract and
Applied Analysis, Volume 2014, Article ID 752107, 11 pages
http://dx.doi.org/10.1155/2014/752107
4. M. Jain, Kenan Tas, B.E. Rhoades, N. Gupta; Coupled Fixed Point Theorems for
Generalized Symmetric Contractions in Partially Ordered Metric Spaces and
applications, JOURNAL OF COMPUTATIONAL ANALYSIS AND
APPLICATIONS, Volume: 16, Issue: 3, 438-454, APR 2014
6
5. E. Karapınar, Kenan Tas; Quadruple fixed point theorems for nonlinear
contractions on partial metric spaces, Applied General Topology, 15, 1,
(2014), 11-24.
6. S. Chandok, Kenan Tas; An original coupled coincidence point result for
a pair of mappings without MMP, Journal of Inequalities and
Applications,2014: 61, 1-12, Feb 2014.
7. R.K.Vats, Kenan Tas, V. Sihag, A. Kumar; Tripled fixed point theorems
via alpha- series in partially ordered metric spaces, Journal of
Inequalities and Applications, 2014: 176, 1-12, May 2014.
8. S.Manro, S.Kumar, S.S. Bhatia , K.Tas; Erratum to “Common fixed point
theorems in modified intuitionistic fuzzy metric spaces”,Journal of
Applied Mathematics, Feb 2014.
9. E.Karapinar, Priya Shahi, Kenan Tas; Generalized α-ψ-contractive type
mappings of integral type and related fixed point theorems, Journal of
Inequalities and Applications, 2014: 160, 1-18, March 2014.
10. A.Feza Guvenilir, B. Kaymakcalan, Allan C. Peterson, Kenan Tas; Nabla
Discrete Fractional Gruss Type Inequality, Journal of Inequalities and
Applications, Article Number 86, FEB 20, 2014.
11. M. Jain, Kenan Tas; A unique coupled common fixed point theorem for
symmetric (Phi,Psi)-contractive mappings in ordered G-Metric spaces
with applications,Journal of Applied Mathematics, Volume 2013, Article
ID 134712, 14 pages, (December 2013)
12. M. Jain, K. Tas, B.E. Rhoades and N. Gupta; Coupled fixed point theorems
for generalized symmetric contractions in partially ordered Metric spaces
and applications,Journal of Computational Analysis and Applications,
Volume 16, No:3, 438- 454, (2014)
13. S. Manro, S. Kumar,S.S. Bhatia, Kenan Tas, Common Fixed Point
Theorems in Modified Intuitionistic Fuzzy Metric Spaces, Journal of
Applied Mathematics, Volume 2013, Article ID 189321, DOI:
10.1155/2013/189321 , (September 2013)
14. M.Jain, K.Tas, S.Kumar, N.Gupta; Coupled fixed point theorems for a pair
of weakly compatible maps along with CLRg property in Fuzzy Metric
spaces, Journal of Applied Mathematics, Volume 2012, Article ID 961210,
14 pages doi:10.1155/2012/961210 (August 2012)
7
15. E. Karapinar, S. Romeguera, K. Tas; Fixed points for cyclic orbital
generalized contractions on complete metric spaces, Central European
Journal of Mathematics, 11 (3), pp. 552-560, (2013)
16. E.Karapinar, W. Shatanawi, K.Tas; Fixed point theorem on partial metric
spaces involving rational expressions, Miskolc Mathematical Notes
(August 2012)
17. F.Jarad, K.Tas, On Sumudu transform method in discrete fractional
calculus, Abstract and Applied Analysis, Vol 2012,
doi:10.1155/2012/270106 (August 2012)
18. F.Jarad, B. Kaymakcalan, K. Tas; A new transform method in nabla
discrete fractional calculus, Advances in Difference Equations,(2012),
2012:190, doi:10.1186/1687-1847-2012-190
19. E. Karapinar, B. Kaymakcalan, K. Tas; On coupled fixed point theorems on
partially ordered G-metric spaces, Journal of Inequalities and
Applications, (2012), Article no:200, 1-13.
20. M. Jain, K. Tas, S. Kumar, N. Gupta; Coupled common fixed point results
involving a (\Phi, \Psi)- contractive condition for mixed g-monotone
operators in partially ordered metric spaces, Journal of Inequalities and
Applications, (2012), Article no:285, 1-29.
21. E. Karapinar, G. Petruşel, K. Tas; Best proximity point theorems for KTtypes cyclic orbital contraction mappings, Fixed Point Theory 13 (2) , pp.
537-546, (2012).
22. N.Atasever, B. Kaymakcalan,G.Leseja, K.Tas; Generalized diamondalpha dynamic Opial inequalities, Advances in difference Equations,
2012,2012:109,(August 2012)
23. P.P.Murthy, K.Tas, B.S.Choudhary; Weak contraction mappings in Saks
spaces, Fasciculi Mathematici, No: 48, (2012)
24. K.P.R. Rao, G.N.V. Kishore, Kenan Tas; A unique common triple fixed
point theorem for hybrid pair of maps, Abstract and Applied Analysis,
(2012), 750403,DOI: 10.1155/2012/750403
25. T. Abdeljawad, E. Karapinar, Kenan Tas; A generalized contraction principle
with control functions on partial metric spaces, COMPUTERS &
MATHEMATICS WITH APPLICATIONS, Volume: 63 Issue: 3 Pages:
716-719, DOI: 3, (FEB 2012)
8
26. F. Jarad, Kenan Tas; Application of Sumudu and double Sumudu
transforms to Caputo-Fractional differential equations, Journal of
Computational Analysis and Applications, Vol.14, No.3, 475-483, (January
2012)
27. T. Abdeljawad, E. Karapinar, Kenan Tas; Existence and Uniqueness of
a Common Fixed point on Partial Metric Spaces, Applied Mathematics
Letters, Vol.24, No: 11, 1900-1904, (2011).
28. E. Karapinar, Kenan Tas; Generalized C-conditions and related fixed
point theorems, Computers and Mathematics with Applications, (2011),
doi: 10.1016 / j.camwa.2011.04.035
29. Thabet Abdeljawad, P.P.Murthy, Kenan Taş, A Gregus type common fixed
point theorem of set-valued mappings in cone metric spaces, Journal of
Computational Analysis and Applications, Vol.13, No: 4, PP. 622-628
(2011).
30. P.P. Murthy, S. Kumar, K. Taş: Common Fixed Points Of Self Maps
Satisfying An Integral Type Contractive Condition In Fuzzy Metric
Spaces, Mathematical Communications, Vol. 15, No. 2, pp. 521-537,
(December 2010)
31. T. Abdeljawad, E. Karapı nar, Kenan Tas; Common Fixed Point
Theorems in Cone Banach Spaces, Hacettepe Journal of Mathematics and
Statistics, AMG 2010, Special Issue, (2010)
32. P.P. Murthy, Kenan Taş: New common fixed point theorems of Gregus
type for R-weakly commuting mappings in 2-metric spaces, Hacettepe
Journal of Mathematics and Statistics, 38 (3), 285-291, (Dec2009).
33. B.Fisher, K. Taş: Some results on the non–commutative neutrix product
of distributions INTEGRAL TRANSFORMS AND SPECIAL
FUNCTIONS 20 (1): 35-44 (Jan 2009).
34. B. Fisher, K. Tas: Commutative convolution of functions and
distributions, INTEGRAL TRANSFORMS AND SPECIAL
FUNCTIONS, 18 (10): 689-697 (2007).
35. E. Dinc, D. Baleanu, K. Taş: Fractional wavelet analysis of the composite
signals of two-component mixture by multivariate spectral calibration,
JOURNAL OF VIBRATION AND CONTROL 13 (9-10): 1283-1290 SEPOCT (2007).
9
36. E. Dinc, D. Baleanu, K. Taş: Continuous wavelet analysis for the ratio
signals of the absorption spectra of binary mixtures, chapter of the book;
Mathematical Methods in Engineering, Springer-Verlag, Ed. Tas,K.,
Machado, J.A.T., Baleanu,D.(2007).
37. B. Fisher, K. Tas: On the non-commutative neutrix product of the
distributions x(+)(\lambda) and x(+)(\mu) , Acta Mathematica Sinica,
English Series,Vol.22, No.6, (2006), 1639-1644.
38. D. Baleanu, S. Muslih and K. Tas: Fractional Hamiltonian analysis of
higher order derivatives systems, Journal of Mathematical Physics, 47,
(2006), 103503. [DOI: 10.1063/1.2356797] .
39. E.Dinc, A. Ozdemir, D. Baleanu, K.Taş: Wavelet transform with
chemometric techniques for quantitative multiresolution analysis of a
ternary mixture consisting of paracetamol, ascorbic acid and
acetylsalicylic acid in effervescent tablets, Revue Roumaine de Chimie ,
vol. 57, no. 5, (2006), 505-510.
40. B. Fisher, K. Taş: On the non-commutative neutrix product of the
distributions x(+)(-r) ln(p)x(+) and x(+)(mu)ln(q)x(+) , Integral
Transforms and Special Functions, Vol.17, No.7, (2006), 513-519.
41. B. Fisher, K. Taş: On the commutative product of distributions, J. Korean
Math. Soc., 43, No.2, (2006), 271-281.
42. B. Fisher, K. Taş: On the non-commutative neutrix product of the
distributions (x^r)(ln^p |x|) and x^{-s}, Integral Transforms and Special
Functions, Vol.16, No.2, (2005), 131-138.
43. B. Fisher, K. Tas: The convolution of functions and distributions, Journal
of Mathematical Analysis and Applications , Vol.306, Issue 1, ( 2005) ,
364-374.
44. B. Fisher,B., K. Tas: On the composition of the distributions $x_+^{-r}$
and $x_+^\mu$, Indian Journal of Pure and Applied Mathematics, 36 (1),
(2005),11-22.
45. E. Dinc, D. Baleanu, O. Ustundag, K. Tas: Chemometric calibration based on
the wavelet transform for the quantitative resolution of two-colorant
mixture, Revue Roumaine de Chimie , vol. 50, no. 4, (2005), pp. 283-290.
10
46. B. Fisher,B, Kenan Tas: On the composition of the distributions x^{-1}{ \ln
|x|} and x^r_+, Integral Transforms and Special Functions, Vol.16, No.7,
(2005), 533-543.
B) Research Papers Published in the International Refereed Field Journals and
Citations ( Reviewed in MathSciNet and Mathematical Reviews )
1. Taş, K.: Differentiability of convex functions on Banach spaces and weak Asplund
spaces, Journal of Fac. of Science, Karadeniz University,4,(1981),51-54.
2. Taş, K.: On the Gateaux differentiability of
the vector valued convex mappings,
Journal of Fac. of Science, Karadeniz University,5,(1982),357-365.
3. Taş, K.: Vektörel değerli konveks fonksiyonların G-türevlenebilirliği II , Doğa
Bilim Dergisi, Seri A1 , 8,(1984) , 85-90
4. Taş, K.:Konveks kümelerin düzgün yakınsaklığı ve optimizasyon problemlerine
uygulanması, Doğa Turkish Journal of Mathematics, 10, (1986) ,15-20.
5. Telci,M., Taş, K.:Some fixed point theorems on an arbitrary Metric
space,
Mathematica Balkanika, 6 , Fasc.3 , (1992) ,251-255. Cited by; J.Jachymski, Fixed
points of maps with a Contractive Iterative at a Point , Mathematica Balkanika,
New Series Vol. 9, Fasc.4, (1995).
6. Telci, M., Taş, K.: On extension of a fixed point theorem associated with a self
Bulletin of Calcutta Mathematical Soc. , 85 ,(1993),219-222.
map,
7.
Telci, M., Taş, K , Fisher ,B. : Some fixed point theorems with Mann iterative
process in normed spaces ,Mathematica Montisnigris , Vol.2 , (1993) ,9-14.
8.
Telci, M.,Tas,K.: A theorem on the common fixed points of p-contraction
mappings, Hacettepe Bulletin of Natural Sciences and Engineering, 21 ,(1992), 1728.
9.
Telci M.,Tas,K.: Some fixed point
theorems for pairs of expansion type
mappings, Demonstratio Mathematica, 27 ,N0.2, (1994), 401-405.
Tas, K.: Some fixed point theorems for Mann iterative process in Hyperbolic
spaces, V. Ulusal Matematik Sempozyumu, Adapazari, (1992).
10. Telci, M.,
11. Fisher, B.,
Taş, K., Telci, M.: A common
fixed point theorem for three mappings,
Journal Nat. Sci. Mathematics, Vol.34, no.1, (1994) , 63-67.
Tas, K., Telci, M.: A generalization of a fixed point theorem of Nesic,
Doga, Turkish Journal of Mathematics, 17, No.3,(1993),247-250.Cited by;
a) V.Popa, H.K.Pathak, Common fixed-point theorems for compatible mappings of type
(A), Math. Vesnik, 49, (1997), 109-114.
b) S.N., Lal, P.P., Murthy, Y.J.Cho, An extension of Telci, Tas and Fisher’s theorem,
(1996), Journal of Korean Math. Soc., 33,No.4, 891-908.
12. Fisher, M.,
11
c) V.Popa, A General Fixed Point Theorem for Weakly Compatible Mappings in
Compact Metric Spaces, (2001), Turkish J. Math., 25, 465- 474.
13. Tas, K., Telci, M.: Several results concerning p’ – contraction mappings,
Hacettepe Bull. Of Natural Sciences and Engineering, 22,(1993),9–16. Reviewed
in Zbl. Math.791 by S. Sessa with numbers 54 H ve 54056. Cited by;
a) B. Ahmad, M.Ashraf, Fixed-point theorems in quasi semi 2-Metric spaces, Int.
Journal of Pure and Applied Maths., Vol. 7, No:2, (2003), 137-146.
b) M.Ashraf, Fixed point theorems in certain spaces, PhD. Thesis, (2005), Centre of
Advanced Studies in Pure and Applied Maths., B. Zakariya University, Pakistan.
14. Telci, M., Taş, K, Fisher, B. : A generalization of the fixed point theorem of
Bhola and Sharma, Math. Balkanika, New series, vol.9, Fasc. 2-3,(1995), 113116. Cited by;
V.Popa, A General Fixed Point Theorem for Weakly Compatible Mappings in Compact
Metric Spaces, (2001), Turkish J. Math., 25, 465- 474.
15. Taş, K., Telci, M., Fisher, B. Common fixed-point theorems for compatible
mappings, Internat J. Math. and Math. Sci., Vol.19, No.3, (1996), 451-456.
Cited by;
a) V.Popa, On some fixed point theorems for compatible mappings
b) S.N., Lal, P.P., Murthy, Y.J.Cho, An extension of Telci, Tas and Fisher’s
theorem, Journal of Korean Math. Soc., 33, No.4, (1996), 891-908.
c) A. Banerjee, B.S.Thakur, A note on a theorem of Tas, Telci and Fisher, Applied
Maths. And Mechanics – Eng. Edition, 19, (4) ,(1998),333-334
d) Ahmed MA, Common fixed point theorems for weakly compatible
Mappings, ROCKY MOUNTAIN JOURNAL OF MATHEMATICS, 33 (4):
1189-1203, WIN 2003
e) V.Popa, A general coincidence theorem for compatible multivalued mappings,
Hacettepe Bull. Nat. Sci. and Eng., series B, 27,(1998),13-18 .
f) V. Popa, A general fixed point theorem for weakly compatible
Mappings in compact metric spaces, T. J. Maths. 25, (2001) ,465- 474 .
g) R. Vasuki, On some results in fuzzy metric Spaces, The Journal of Analysis,
Vol 7, (1999), 65-74.
16. Kushpel,A.K., Levesley,J., Taş,K.:  - Entropy of Sobolev’s Classes on S^d ,
Technical Report No. 1997/4 , Department of Mathematics and Computer Science,
University of Leicester, England.
17. Namdeo,R.K., Tiwari,N.K., Fisher,B., Taş,K.: Related fixed point theorems on
two complete and compact metric spaces, Internat J. Math. and Math. Sci.
Vol.21, No.3, (1998), 559-564.Reviewed in Zbl.Math.980 by I.A.Rus with
number 46951.
18. Pathak, H.K., Lakshmi, V.S.N., Tas, K., Fisher, B.: A fixed-point theorem in
Banach Spaces over topological semi fields and an application, Demonstratio
Mathematica, 32, No.1, (1999), 139- 143.
19. Taş, K.: Recent developments on theory of fixed points, II.Uluslararasi
12
Kızılırmak Sempozyumu, 20–22 Mayıs 1998, Matematik Seksiyonu, Çağrılı Konuşması.
20. Telci, M., Taş, K., Fisher, B.: Common fixed point theorems for weakly
commuting mappings, Proceedings 10. th National Mathematics Symposium ,
Bolu, (1997). Cited by;
a) V.Popa, H.K.Pathak, Common fixed-point theorems for compatible mappings
and compatible mappings of type (A), Math. Vesnik, 49,(1997),109–114
b) S.N., Lal, P.P., Murthy, Y.J.Cho, An extension of Telci, Tas and Fisher’s
theorem, (1996), Journal of Korean Math. Soc. , 33, No.4, 891-908.
21.
R.K.Namdeo, S. Dubey and Taş, K. COINCIDENCE AND FIXED POINTS
OF NON-EXPANSIVE TYPE MAPPINGS ON 2-METRIC SPACES,
Mathematical Forum, 2, 16, (2007), 781 – 789.
C) BOOKS (National – International)
1) Çoker, D., Özer, O., Taş, Kenan: Genel Matematik I, Verso Yayınevi, Ankara.
1st Publ: 1983, 2 nd Publ: 1990, 3 rd Publ: 1996,.., 6 th Publ: 2009
Textbook for freshman students.
2) Çoker, D., Özer, O., Taş, Kenan: Genel Matematik I I, Verso Yayınevi, Ankara.
1st Publ: 1983, 2 nd Publ: 1990, 3 rd publ.: 1996,.., 6 th Publ: 2009
Textbook for freshman students.
3) Çoker, D., Özer, O., Taş, Kenan: Genel Matematik III, Verso Yayınevi, Ankara.
1st Publ: 1985, 2 nd Publ: 1997
Textbook for freshman students.
4) Taş, Kenan: Basic Mathematics I, Hitit Publishing, Ankara.
1st Publ: 1990, 2 nd Publ: 1995
5) Brown, L.M., Taş, Kenan: Basic Mathematics II, Hitit Publishing, Ankara.
1st Publ: 1991, 2 nd Publ: 1996
6) Brown, L.M., Taş, Kenan, Eş, H.: Basic Mathematics III, Hitit Publishing,
Ankara. 1st Publ: 1996
7) Çoker, D., Özer, O., Taş, Kenan: Soyut Matematik
1.Baskı: 1989; İnönü Üniversitesi Yayınevi, Malatya
2.Baskı: 1996; Anadolu Üniversitesi Yayınevi, Eskisehir
Textbook for freshman students
8) Tas, Kenan, Krupka, D., Krupková, D.Baleanu, D.: Global Analysis and Applied
Mathematics, American Institute of Physics, AIP Proceedings, Springer-Verlag,
Vol.729, 398 pages. 2004.
9) Taş, Kenan, Machado, J.A.T., Baleanu, D.: Mathematical Methods in
13
Engineering, Springer-Verlag,, 2007.
X. CONFERENCE ORGANIZATIONS
A) International Organizations:

“International workshop on global analysis “, Çankaya University, Ankara,
April 15-18, 2004. Organizing Committee: Kenan TAŞ (Chairman), D.Krupka
(Vice Chair), O.Krupkova (Vice Chair) , Y.Güler, D.Baleanu, E.Sermutlu.

International Symposium “Mathematical Methods in Engineering”, Çankaya
University, Ankara, April 27-29, 2006.
International Organizing Committee: Kenan Tas (Chairman) , Nayfeh, I. (CoChair), Tenreiro Machado, A. J. (Co-Chair), DeVore, Ronald (Co-Chair).
B) National Organization:

“ X. Ulusal Matematik Sempozyumu “, 1-6 Eylül 1997, Abant Izzet
Baysal University.
Organizing Committee: Kenan TAS, Okay Çelebi, Rıza Erturk,
XI. EDITORIAL

“Global Analysis and Applied Mathematics”, AIP Conference Proceedings
Book (2005) Vol. 729; K.Tas, D.Krupka, O.Krupkova and D. Baleanu.
Mathematical Reviews Number: MR2213852 (2006j:00010)
Global analysis and applied mathematics. Proceedings of the International Workshop
on Global Analysis held at the Çankaya University, Ankara, April 15-17, 2004.
Edited by Kenan Ta\c s, Dumitru Baleanu, Demeter Krupka and Olga Krupková. AIP
Conference Proceedings, 729. American Institute of Physics, Melville, NY, 2004. 398
pages, ISBN: 0-7354-0209-4 00B25 (58-06)

“Mathematical Methods in Engineering”, SPECIAL ISSUE, Journal of
Vibration and Control, Guest Editors: K.Taş, J.T.A. Machado, and D.Baleanu,
2007.

Taş, Kenan, Machado, J.A.T., Baleanu,D. : Mathematical Methods in
Engineering, Springer-Verlag, 2007.

CD Book, International Symposium, ”Mathematical Methods in Engineering”,
April 27 - 29, 2006, Ankara, Turkey, Eds. K. Taş, J.A. Tenreiro Machado, D.
Baleanu, ISBN: 975-6734-04-3.
14
XII. REFEREE / REVIEWER
for Journals and for “Discovery Grand
Applications” of INTERNATIONAL PROJECTS and RESEARCH COUNCILS
1. “Natural Sciences and Engineering Research Council of Canada
(NSERC)”, November 17, 2009, with NSERC PIN Number: 356493
for the Application Number: RGPIN-227056.
2. Applied Mathematics Letters
3. Computers and Mathematics with Applications
4. BULLETIN of the Malaysian Mathematical Sciences Society
5. Nonlinear Analysis Series A: Theory, Methods & Applications
6. Journal of the Korean Mathematical Society
7. Erzincan Üniversitesi, Fen Bilimleri Enstitüsü Dergisi, (Journal of
Science and Technology)
8. Çankaya University, Journal of Arts and Science
9. Hacettepe Journal of Mathematics and Statistics
10. Journal of Advanced Studies in Topology (JAST)
11. Nonlinear Analysis: Theory, Methods & Applications
12. Abstract and Applied Analysis
13. Integral Transforms and Special Functions
14. Advances in Pure Mathematics
15. Journal of Advanced Studies in Topology
16. Mathematical Communications
17. Fixed Point Theory and Applications
18. Journal of Inequalities and Applications
15