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Article Citation - Scopus: 12A Note on Ćirić Type Nonunique Fixed Point Theorems(Springer International Publishing, 2017) Karapınar,E.; Agarwal,R.P.In this paper, we suggest some nonunique fixed results in the setting of various abstract spaces. The proposed results extend, generalize and unify many existing results in the corresponding literature. © 2017, The Author(s).Article Citation - Scopus: 25Some Generalizations of Darbo’s Theorem and Applications To Fractional Integral Equations(Springer International Publishing, 2016) Jleli,M.; Karapinar,E.; O’Regan,D.; Samet,B.In this paper, some generalizations of Darbo’s fixed point theorem are presented. An existence result for a class of fractional integral equations is given as an application of the obtained results. © 2016, Jleli et al.Editorial Preface: The 17th International Symposium on Boron, Borides and Related Materials ISBB 2011(Springer International Publishing, 2019) Jiang, Tao; Hwang, Jiannyang; Gregurek, Dean; Peng, Zhiwei; Downey, Jerome P.; Zhao, Baojun; Padilla, RafaelArticle Remarks on Contractive Mappings Via Ω-Distance(Springer International Publishing, 2013) Gholizadeh,L.; Karapınar,E.Very recently, some authors discovered that some fixed point results in the context of a G-metric space can be derived from the fixed point results in the context of a quasi-metric space and hence the usual metric space. In this article, we investigate some fixed point results in the framework of a G -metric space via Ω-distance that cannot be obtained by the usual fixed point results in the literature. We also add an application to illustrate our results. ©#CPRGholizadeh and Karapinar; licensee Springer.Article Citation - Scopus: 16Some Applications of Caristi’s Fixed Point Theorem in Metric Spaces(Springer International Publishing, 2016) Khojasteh,F.; Karapinar,E.; Khandani,H.In this work, partial answers to Reich, Mizoguchi and Takahashi’s and Amini-Harandi’s conjectures are presented via a light version of Caristi’s fixed point theorem. Moreover, we introduce the idea that many of known fixed point theorems can easily be derived from the Caristi theorem. Finally, the existence of bounded solutions of a functional equation is studied. © 2016 Khojasteh et al.Article Citation - Scopus: 16An Essential Remark on Fixed Point Results on Multiplicative Metric Spaces(Springer International Publishing, 2016) Agarwal,R.P.; Karapınar,E.; Samet,B.In this short note, we announce that all the presented fixed point results in the setting of multiplicative metric spaces can be derived from the corresponding existing results in the context of standard metric spaces in the literature. © 2016, Agarwal et al.
