bibitem{AIG} M. Abbas, M. Imdad and D. Gopal, textit{$psi $-weak contractions in fuzzy metric spaces}, Iranian Journal of Fuzzy Systems, textbf{8(5)} (2011), 141-148.
bibitem{ATY} C. Alaca, D. Turkoglu and C. Yildiz, textit{Fixed points in
intuitionistic fuzzy metric spaces,} Chaos Soliton Fract., textbf{29 }%
(2006), 1073-1078.
bibitem{BW} D. W. Boyd and J. S. W. Wong, textit{On nonlinear contractions,}
Proc. Am. Math. Soc., textbf{20 } (1969), 458-464.
bibitem{Ciric} L. B. '{C}iri'{c}, textit{Solving the Banach fixed point
principle for nonlinear contractions in probabilistic metric spaces, }%
Nonlinear Anal., textbf{72 } (2010), 2009-2018.
bibitem{GV} A. George and P. Veeramani, textit{On some results in fuzzy
metric spaces,} Fuzzy Sets and Systems, textbf{64} (1994), 395-399.
bibitem{GV2} A. George and P. Veeramani,textit{ On some results of analysis
of fuzzy metric spaces,} Fuzzy Sets and Systems, textbf{90} (1997), 365-368.
bibitem{Golet} I. Golet, textit{On contractions in probabilistic metric
spaces,} Radovi Mat., textbf{13 } (2004), 87-92.
bibitem{Grabiec} M. Grabiec, textit{Fixed points in fuzzy metric spaces, }%
Fuzzy Sets and Systems, textbf{27} (1988), 385-389.
bibitem{GR} V. Gregori and S. Romaguera, textit{Some properties of fuzzy
metric spaces, }Fuzzy Sets and Systems, textbf{115} (2000), 485-489.
bibitem{GRV} V. Gregori, S. Romaguera and P. Veeramani, textit{A note on
intuitionistic fuzzy metric spaces, }Chaos Soliton. Fract., textbf{28}
(2006), 902-905.
bibitem{GS} V. Gregori and A. Sapena, textit{On fixed-point theorems in
fuzzy metric spaces, }Fuzzy Sets and Systems, {bf125} (2002), 245-253.
bibitem{Hadzic} O. Hadv{z}i'{c}, textit{Some theorems on the fixed
points in probabilistic metric and random normed spaces, }Boll. Unione Mat.
Ital. B(6), textbf{1} (1982), 381-391.
bibitem{HadzicPap} O. Hadv{z}i'{c} and E. Pap, textit{Fixed Point Theory
in Probabilistic Metric Spaces, }Kluwer Acad. Publ., Dordrecht, 2001.
bibitem{Hicks} T. L. Hicks, textit{Fixed point theory in probabilistic
metric spaces,} Zb. Rad. Prir. Mat. Fak. Novi Sad, textbf{13} (1983), 63-72.
bibitem{Huang} X. Huang, C. Zhu and X. Wen, textit{On (g,}$varphi $textit{%
)-contraction in intuitionistic fuzzy metric spaces, }Math. Commun., textbf{%
15} (2010), 425-435.
bibitem{Jachymski} J. Jachymski, textit{On probabilistic }$varphi $-%
textit{contractions on Menger spaces, }Nonlinear Anal., textbf{73} (2010),
2199-2203.
bibitem{KM} I. Kramosil and J. Michalek, textit{Fuzzy metrics and
statistical metric spaces,} Kybernetika, textbf{11 }(1975), 326-334.
bibitem{Matkowski} J. Matkowski, textit{Integrable solutions of
functional equations}, Diss. Math., textbf{127 }(1975), 1-68.
bibitem{Mihet3} D. Mihet, textit{A Banach contraction theorem in fuzzy
metric spaces, }Fuzzy Sets and Systems, textbf{144} (2004), 431-439.
bibitem{Mihet2} D. Mihet, textit{A note on a paper of I. Golet, }Sarajevo
J. Math., textbf{2} (2006), 115-117.
bibitem{Mihet} D. Mihet, textit{Fuzzy }$psi $-textit{contractive
mappings in non-Archimedean fuzzy metric spaces, }Fuzzy Sets and Systems, textbf{%
159} (2008), 739-744.
bibitem{Park} J. H. Park, textit{Intuitionistic fuzzy metric spaces,}
Chaos Soliton. Fract., textbf{22} (2004), 1039-1046.
bibitem{Radu} V. Radu, textit{Some fixed point theorems in probabilistic
metric spaces,} Lecture Notes Math., textbf{1233} (1987), 125-133.
bibitem{Radu2} V. Radu, textit{Some remarks on the probabilistic
contractions on fuzzy Menger spaces, }The Eighth Internat. Conf. on Applied
Mathematics and Computer Science, Cluj-Napoca 2002, Automat. Comput. Appl.
Math., textbf{11} (2002), 125-131.
bibitem{RoTi} S. Romaguera and P. Tirado, textit{On fixed point theorems in
intuitionistic fuzzy metric spaces,} Internat. J. Nonlinear Sci. Numer.
Simul., textbf{8} (2007), 233-238.
bibitem{RoTi2} S. Romaguera and P. Tirado,textit{ Contraction maps on
ifqm-spaces with application to recurrence equations of Quicksort,}
Electronic Notes Theoret. Comput. Sci., textbf{225} (2009), 269-279.
bibitem{ParkSaadati} R. Saadati and J. H. Park, textit{On the intuitionistic
fuzzy topological spaces, }Chaos Soliton. Fract., textbf{27} (2006), 331-344.
bibitem{SSZ} R. Saadati, S. Sedghi and H. Zaou, textit{A common fixed point theorem for $psi $-weakly commuting
maps in L-fuzzy metric spaces}, Iranian Journal of Fuzzy Systems, textbf{5(1)} (2008), 47-53.
bibitem{SS} B. Schweizer and A. Sklar, textit{Statistical metric spaces,}
Pacific J. Math., textbf{10} (1960), 314-334.
bibitem{Tirado} P. Tirado, textit{On compactness and G-completeness in
fuzzy metric spaces, }Iranian Journal of Fuzzy Systems, textbf{9(4)} (2012), 151-158.
bibitem{VV} R. Vasuki and P. Veeramani, textit{Fixed point theorems and
Cauchy sequences in fuzzy metric spaces,} Fuzzy Sets and Systems, textbf{135}
(2003), 409-413.