Advances in Analysis
A Unique Common Fixed Point Theorem for Four Mappings Satisfying Presic Type Condition in Fuzzy Metric Spaces
Download PDF (495.2 KB) PP. 143 - 150 Pub. Date: May 3, 2017
Author(s)
- K.P.R. Rao*
Department of Mathematics, Acharya Nagarjuna University, Nagarjuna Nagar -522 510, A.P., India. - A.Som Babu
Dept.of Basic Science Humanities, NRI Institute of Technology, Agiripalli,Andhra Pradesh,India. - Md.Mustaq Ali
Dept.of Science Humanities, Usharama Engg.College, Telaprolu, Andhra Pradesh,India.
Abstract
Keywords
References
[1] A.George and P.Veeramani,On some results in fuzzy metric spaces, Fuzzy sets and Systems, 64(3), (1994), 395 - 399.
[2] B.Schweizer and A.Sklar, Statistical metric spaces, Pacific J.Math., 10(1),(1960),313-334.
[3] J.Rodríguez López and S.Romaguera, The Hausdorff fuzzy metric on compact sets, Fuzzy sets and systems, 147(2), (2004), 273 - 283.
[4] K.P.R.Rao, G.N.V.Kishore and Md.Mustaq Ali, Generalization of Banach contraction principle of Presic type for three maps, Math.Sci. 3(3), 2009, 273 - 280.
[5] K.P.R.Rao, Md.Mustaq Ali and B.Fisher, Some Presic type generalization of Banach contraction principle, Math.Moravica 15(2011), 41 - 47.
[6] Lj.B.Ciric and S.B.Presic, On Presic type generalization of Banach contraction mapping principle, Acta.Math.Univ.Comenianae, LXXVI (2), (2007), 143-147.
[7] M.Grabiec, Fixed points in fuzzy metric space, Fuzzy sets and Systems, 27(3), (1988), 385 - 389.
[8] P.P.Murthy and Rashmi,A common fixed point theorem of Presic type for three maps in fuzzy metric space,Annual Review of Chaos Theory,Bifurcations and Dynamical Systems,4(2013),30-36.
[9] S.B.Presic, Sur une classe d1 inequations aux differences finite et sur la convergence de certaines suites, Pub de l1 inst. Math. Belgrade, 5(19), (1965), 75-78.