FEN FAKÜLTESİ
MATEMATİK
 
 Adı Soyadı: DOÇ.DR. ÖZLEM ACAR
Fakülte Adı:  FEN FAKÜLTESİ MATEMATİK BÖLÜMÜ TOPOLOJİ A.B.D.
Ana Bilim Dalı:  TOPOLOJİ
E-Mail :  ozlem.acar selcuk.edu.tr
Telefon : 03322233981
Adres : Selçuk Üniversitesi, Fen Fakültesi, Matematik Bölümü
Url : https://www.selcuk.edu.tr/fen/matematik/akademik_personel/bilgi/12338/tr
 
  Kurum :
KurumBaşlangıç TarihiBitiş Tarihi
Mersin Üniversitesi20172018
Selçuk Üniversitesi2018 

  Akademik Yayınlar:

A. SCI,SCI EXPANDED, E-SCI İNDEKSLİ DERGİLERDE YAYIMLANAN MAKALELER:

 

1-) Özlem Acar, Vasile Berinde, IshakAltun, Fixed point theorems for Ćirić-type strong almost contractions onpartial metric spaces, Journal of  Fixed Point Theory and Applications ,12(2012), 247-259. (SCI-Expanded).


2-) Ishak Altun, Özlem Acar, Fixed pointtheorems for weak contractions in the sense of  Berinde on partial metricspaces, Topology and its Applications, 159(2012), 2642–2648.(SCI).


3-) Özlem Acar, Ishak Altun,  Some generalizationsof Caristi type fixed point theorem on partial metric spaces, Filomat ,26:4(2012), 833-837. (SCI-Expanded).


4-) Özlem Acar, Ishak Altun, SalvadorRomaguera, Caristi's type mappings on complete partial metric spaces, FixedPoint Theory, 14, (2013), No:1, 3-10. (SCI-Expanded).


5-) Gulhan Mınak, Özlem Acar, Ishak Altun,Multivalued Pseudo-Picard Operators and Fixed Point Results, Journal of Function Spaces and Applications, 2013,Article ID 827458, 7pages.(SCI-Expanded).


6-) Gonca Durmaz, Özlem Acar, IshakAltun,  Some fixed point results on weak partial metric spaces, Filomat,27(2), (2013), 317-326. (SCI-Expanded).


7-) Özlem Acar, İshak Altun,  A FixedPoint Theorem for Multivalued Mappings with δ-Distance, Abstract and AppliedAnalysis,  (2014), Article ID 497092, 5Pages. (SCI-Expanded).


8-) ÖzlemAcar, Gonca Durmaz, Gulhan Mınak, Generalized multivalued F-contractions oncomplete metric spaces, Bulletin of the Iranian Mathematical Society,40(6),(2014), 1469-1478. (SCI-Expanded).


9-) ÖzlemAcar, İshak Altun, Gonca Durmaz,  A Fixed Point Theorem for New TypeContractions on Weak Partial Metric Spaces, Vietnam Journal of Mathematics,43(2015), 635-644.(E-SCI)


10-) ÖzlemAcar, İshak Altun, Two Suzuki Type Fixed Point Theorems on Partial MetricSpaces, Vietnam Journal of Mathematics, 43 (2015), 793-800.(E-SCI)


11-) ÖzlemAcar, İshak Altun, Multivalued F-contractive mappings with a graph and somefixed point results, Publicationes Mathematicae Debrecen, 88/3-4(2016),305-317.  (SCI).


12-) ÖzlemAcar, A fixed point theorem for multivalued almost F-delta contraction, Resultsin Mathematics, 72, 2017, 1545-1553. (SCI-E)


13-) ÖzlemAcar, Generalization of (α-f_{d})-contraction on quasi metric space, Commun.fac. scı. unıv. ank. ser. a1, Volume 68, Number 1, (2019),Pages 35-42.(E-SCI)


14-) ÖzlemAcar, Rational type multivalued F_{G}-contractive mappings with agraph, Results in Mathematics, 73:52, 2018. (SCI-E)


15-)Muhammad Nazam, Özlem Acar, On common fixed points theorems forordered F-contractions with application, Facta Universitatis, Series:Mathematics and Informatics,33(1),(2018),125-140.(E-SCI).


16-)Muhammad Nazam, Özlem Acar, Fixed points of (α,ψ)contractionsin Hausdorff partial metric spaces, Mathematical Methods in the AppliedSciences, DOI: 10.1002/mma.5251,    (SCI-E)


B. DİĞER İNDEKSLERLE TARANANULUSLARARASI DERGİLERDE YAYIMLANAN MAKALELER:

 

1-) GoncaDurmaz, Özlem Acar,  Ishak Altun,  TwoGeneral Fixed Point Results On Weak Partial Metric Space, Journal of  NonlinearAnalysis and Optimization , 5(1), (2014),27-35.


2-)Ishak Altun, Özlem Acar, Multivalued Almost Contractions in MetricSpace Endowed With a Graph, Creative Mathematics and Informatics, 24, no:1,(2015), 1-8.


3-) ÖzlemAcar, İshak Altun , A common fixed point theorem for new type compatiblemaps on partial metric spaces, Math. Vesnik, 67 (4) (2015), 301-308.


4-) ÖzlemAcar, İshak Altun, A fixed point theorem for ψ-F-Geraghty contraction onmetric-like space, Fascıculi Mathematici, No. 59, (2017),1-5.


5-) ÖzlemAcar, Ma Zhenhu, Muhammad Nazam, Sami Ullah Khan, Fixed Point Theoremsfor Integral Type Mappings Subject to dealta-p Distance, Journal ofMathematical Analysis, 9 (2018), no. 2, 59–69.


6-) ÖzlemAcar, A common fıxed point theorem for compatible maps satisfying a generalcontractive condition of integral type on partial metric spaces, Journal of Advanced MathematicalStudies, Vol. 11(2018), No. 3, 472-480.


7-) Muhammad Nazam, Muhammad Arshad, Choonkil Park, Özlem Acar, SungsikYun, George A. Anastassiou, On solution of a system of differentialequations via fixed point theorem, J. Computational Analysis andApplications, Vol. 27, (2019), No.3,417-426.

 

C. ABSTRACT(ÖZET) KISMI BASILAN ULUSLARARASI BİLDİRİLER: 

 

1-) Ö. Acar, G. Durmaz, Generalized multivaluedF-contractions , International conference on Anatolian Communications inNonlineer Analysis, July 3-6,2013, Bolu,Turkey.


2-)Ö. Acar, İ. Altun, A fixed pointtheorem for new type contractions on weak partial metric spaces , 2ndInternational Eurasian Conference on Mathematical Sciences and Applications ,August 26-29, 2013,Sarajevo, Bosnia andHerzegovina.


3-) G. Durmaz, Ö. Acar, Two generalfixed point results on weak partial metric spaces , 2nd International EurasianConference on Mathematical Sciences and Applications , August 26-29,2013,Sarajevo, Bosnia and Herzegovina.


4-) Ö. Acar , İ.Altun, Fixed pointtheorems for weak contractions, The 11th Romanian-German Seminar onApproximation Theory and its Applications, Sibiu, Romania, 29 May-1 June, 2014.


5-) Ö. Acar, İ.Altun, Fixed PointTheorem For Ciric Type Almost Contraction, Karatekin MathematicsDays-International Mathematics Symposium, Çankırı, Turkey, 11-13 June, 2014.


6-) Ö. Acar, İ.Altun, A fixed pointtheorem for Multivalued mappings with δ-Distance, International Congress inHonour of Professor Ravi P. Agarwal,Bursa/Turkey, June 23-26, 2014.


7-) Ö. Acar, İ. Altun, MultivaluedF-contractive mappings with a graph, The 11th International conference on fixedpoint theory and its applications, 20-24 July, 2015,Galatasaray University,Istanbul, Turkey.


8-) Ö. Acar, İ. Altun, On some fixed pointresults in metric spaces endowed with a graph, Internationalconference on approximation theory and its applications,26-29 May 2016, Sibiu,Romania.


9-) Ö. Acar, Some new fixed point results for orderedF-contractions, VIII Jaen Conference on Approximation Theory,  2-7 July 2017, Jaen-Spain.


10-) Ö. Acar, A Common Fixed PointsTheorems for Ordered F-Contractions on Partial Metric Space, 4th International IntuitionisticFuzzy Sets and Contemporary Mathematics Conference – IFSCOM2017, 3-7 May 2017-Mersin, Turkey.


11-)  Ö. Acar, İ. Altun, Someresults for multivalued maps on metric space endowed with a graph,International Conference on Mathematics and Engineering, 10-12May 2017,İstanbul, Turkey.


12-) Ö. Acar, İ. Altun, A fixed pointtheorem for multivalued maps, International Conference on Mathematics andEngineering, 10-12 May 2017,İstanbul, Turkey.


13-) İ. Altun, M. Olgun, Ö. Acar,  Fixedpoint results for admissible mappings on quasi metric spaces, 3 rd International Conference on Engineering and Natural Sciences3-7 May 2017,Budapest, Hungary.

14-) İ. Altun, M. Olgun, Ö. Acar,NewFixed Point Theorems For Multivalued Mappings  On Quasi MetricSpace, 3 rd  International Conference on Engineering and Natural Sciences,3-7 May 2017, Budapest, Hungary.

 

15-) Ö. Acar, Fixed point theoremsfor alfa-psi-K-contractive mappins with rational expressions, An IstanbulMeeting for World Mathematicians” Minisymposium on Approximation Theory&Minisymposium on Math Education 3-6 July 2018, Istanbul, Turkey.


16-) Ö. Acar, A Result forMultivalued Almost F-{delta} Contractions, 7 th International Conference onPure and Applied  Mathematics, 10-13 July 2018, Budapest, Hungary.


17-) Ö. Acar, Some results for(psi-F)-Geraghty contraction on metric like space, 8th InternationalEurasian Conference on Mathematical Sciences and Applications, 27-30August,2019, Baku, Azerbaıjan.


PROJELER

1-)TÜBİTAK-ARDEB,1002 Hızlı DestekProjesi, 2012-2013, Proje Bursiyeri



  Yönetilen Tezler
1. Forat Mohammed Taha TAHA, " KISMİ METRİK UZAYDA ZAYIF BÜZÜLMELER İÇİN SABİT NOKTA TEOREMLERİ ", Selçuk Üniversitesi, Fen Bilimleri Enstitüsü, Yüksek Lisans, Matematik, 2018 - 2019, Tamamlandı

  Yöneticilik Görevleri:
KurumBaşlangıç TarihiBitiş Tarihi
Selçuk Üniversitesi, Fen Fakültesi, Matematik Bölümü, Farabi Koordinatörlüğü20182019

 Kurum İçi Yöneticilik Görevleri:

 Ek Bilgi

 Dersler
Dersin Adı
BİYOMATEMATİK
FONKSİYONEL ANALİZ I
FONKSİYONEL ANALİZ I
GERÇEL ANALİZ I (SEÇ)
GERÇEL ANALİZ I (SEÇ.)
MATEMATİK UYGULAMALARI I
MESLEKİ İNGİLİZCE I (SEÇ)