GENERALIZED Fδ− CONTRACTIONS AND MULTIVALUED COMMON FIXED POINT THEOREM

키워드

참고문헌 (21)

1. S. Banach, "Sur les operations dans les ensembles abstraits et leur application aux equations integrals", Fundamenta Mathematicae, 3, pp.133~181 (1922)[DOI]
2. G. Jungck, "Commuting mappings and fixed points", Amer. Math. Monthly, 83, pp.261~263 (1976)[DOI]
3. A. Branciari, "A fixed point theorem for mappings satisfying a general contractive condition of integral type", International Journal of Mathematics and Mathematical Sciences, 29, pp.531~536 (2002)[DOI]
4. V. Gupta, "A fixed point theorem satisfying a generalized weak contractive condition of integral type", International Journal of Mathematical Analysis, 6, pp.1883~1889 (2012)
5. B.E. Rhoades, "Two fixed point theorems for mappings satisfying a general contractive condition of integral type", International Journal of Mathematics and Mathematical Sciences, 63, pp.4007~4013 (2003)
6. I. Altun, "Fixed points of a weakly compatible maps satisfying a general contractive condition of integral type", Fixed Point Theory and Application (2007)
7. N. Mani, "Existence of fixed points and their applications in certain spaces", pp.2017
8. N. Mani, "Generalized <TEX>$C^\psi_\beta$<", TEX>-rational contraction and fixed point theorem with application to second order differential equation, 2018, pp.22(1), 43~54
9. Z.Q. Liu, "Fixed point theorems of contractive mappings of integral type", Fixed Point Theory and Applications (2014)
10. H.H. Alsulami, "Fixed points of generalized contractive mappings of integral type", Fixed Point Theory and Applications (2014)
11. V. Gupta, "Existence and uniqueness of fixed point for contractive mapping of integral type", Int. J. Computing Science and Mathematics, 4(1), pp.72~83 (2013)[DOI]
12. V. Gupta, "Common fixed point for two self-maps satisfying a generalized <TEX>$^{\psi}\int_{\phi}$<", TEX> weakly contractive condition of integral type, 2013, pp.16(1), 64~71
13. V. Gupta, "A common fixed point theorem for two weakly compatible mappings satisfying a new contractive condition of integral type", Mathematical Theory and Modeling, 1(1), pp.1~6 (2011)
14. V. K. Bhardwa.j, "Common fixed point theorems without continuity and compatible property of maps", Bol. Soc. Paran. Mat., 35(3), pp.67~77 (2017)[DOI]
15. S. B Nadler Jr, "Multivalued contraction mappings", Pacific J. Math., 30, pp.475~488 (1969)[DOI]
16. B. Fisher, "Fixed points for set-valued mappings on metric spaces", Bulletin: Malaysian Mathematical Society, 2(4), pp.95~99 (1981)
17. D. Wardowski, "Fixed points of new type of contractive mappings in complete metric spaces", Fixed Point Theory Appl. (2012)
18. D. Wardowski, "Fixed points of F-weak contractions on complete metric spaces", Demonstratio Mathematics, 1, pp.146~155 (2014)
19. G. Minak, "Ciric type generalized F-contractions on complete metric spaces and fixed point results", Filomat, 28(6), pp.1143~1151 (2014)[DOI]
20. O. Acar, "Generalized multivalued F-contraction on complete metric spaces", Bulletin of the Iranian Mathematical Society, 40(6), pp.1469~1478 (2014)
21. O. Acar, "A fixed point theorem for multivalued almost <TEX>$F_{\delta}$<", TEX>-contraction, 2017, pp.2017, 1~9

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