Keywords:-

Keywords: Common fixed point ,

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Abstract

In the present paper we have established a Common fixed point theorem for a sequence of mappings on a closed subset of Complete

References:-

References

Badshah V.H. and Meena G., Common Fixed Point theorem of an infinite sequence of mappings, Chh. J. Sci. Tech. Vol. 2(2005), 87- 90. [2] Jleli Mohamed and Samet Bessem.,Remarks on G-metric spaces and fixed point theorems, Fixed Point Theory and Application..2012 doi: 10.1186/1687-1812-2012-210. [3] Koparde P.V. and Waghmode B.B., On sequence of mappings in Hilbert space, The Mathematics Education , XXV (1991), 197. [4] Mustafa Z., A new structure for generalized metric spaces-with applications to fixed point theory. PhD thesis, the University of Newcastle, Australia (2005). [5] Mustafa Z. Sims B., A new approach to generalized metric spaces, J. Nonlinear Convex Anal. 7(2), (2006), 289-297. [6] Pendhare D.M. and Waghmode B.B., On sequence of mappings in Hilbert space, The Mathematics Education , XXXII (1998), 61. [7] Shatanawi W., Fixed point theory for contractive mappings satiafying Ф-maps in G-metric spaces. Fixed Point Theory Appl. 2010, Article ID 181650 (2010). [8] Shatanawi W., Some fixed point theorems in ordered G-metric spaces and applications. Abstr. Appl. Anal. 2011, Article ID 126205 (2011). [9] Veerapandi T. and Kumar Anil S., Common Fixed Point theorems of a sequence of mappings inHilbert space, Bull. Cal. Math. Soc. 91(4),(1999), 299-308.

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Meena, G., & Nema, D. (2014). Common fixed point theorem for a sequence of Mappings in G-metric spaces. International Journal Of Mathematics And Computer Research, 2(05), 403-407. Retrieved from http://ijmcr.in/index.php/ijmcr/article/view/127