bibitem{AlCoEt:Ldssfn}
H. Altinok, R. Colak and M. Et, {it $lambda-$Difference sequence spaces of fuzzy numbers}, Fuzzy Sets and Systems, {bf 160} (2009), 3128--3139.
bibitem{AlAlIs:SCscsosfn}
H. Altinok, Y. Altin and M. Iski, {it Statistical convergence and strong $p$-cesaro summability of order $beta$ in sequences of fuzzy numbers}, Iranian Journal of Fuzzy Systems, {bf9}textbf{(2)} (2012), 63--73.
bibitem{Ayt:Slpsfn}
S. Aytar, {it Statistical limit points of sequences of fuzzy numbers}, Information Sciences, {bf 165} (2004), 129--138.
bibitem{AyPe:Scelpsfn}
S. Aytar and S. Pehlivan, {it Statistical cluster and extreme limit points of sequences of fuzzy numbers}, Information Sciences, {bf177} (2007), 3290--3296.
bibitem{AyMaPe:Slilssfn}
S. Aytar, M. A. Mammadov and S. Pehlivan, {it Statistical limit inferior and limit superior for sequences of fuzzy numbers}, Fuzzy Sets and Systems, {bf157} (2006), 976--985.
bibitem{AyMaPe:Csfn}
S. Aytar, M. A. Mammadov and S. Pehlivan, {it The core of a sequence of fuzzy numbers}, Fuzzy Sets and Systems, {bf159} (2008), 3369--3379.
bibitem{AyPe:Lsclpsfn}
S. Aytar and S. Pehlivan, {it Levelwise statistical cluster and limit points of a sequence of fuzzy numbers}, Int. J. Gen. Sys., {bf37} (2008), 573--584.
bibitem{Dem:Lslp}
K. Demirci, {it On lacunary statistical limit points}, Demonstratio Math., {bf35} (2002), 93--101.
bibitem{Fas:Scs}
H. Fast, {it Surla convergence statistique}, Colloq. Math., {bf2} (1951), 241--244.
bibitem{FrSeRa:Sctss}
A. R. Freedman, J.J. Sember and M. Raphael, {it Some cesaro type summability spaces}, Proc. London Math. Soc., {bf37} (1978), 508--520.
bibitem{Fri:Sc}
J. A. Fridy, {it On statistical convergence}, Analysis, {bf5} (1985), 301--313.
bibitem{Fri:Slp}
J. A. Fridy, {it Statistical limit points}, Proc. Amer. Math. Soc., {bf118} (1993), 1187--1192.
bibitem{FrOr:Slsli}
J. A. Fridy and C. Orhan, {it Statistical limit superior and limit inferior}, Proc. Amer. Math. Soc., {bf125} (1997), 3625--3631.
bibitem{FrOr:Lsc}
J. A. Fridy and C. Orhan, {it Lacunary statistical convergence}, Pacific J. Math., {bf 160} (1993), 43--51.
bibitem{KwSh:Rlscfn}
J. S. Kwon and H. T. Shim, {it Remark on lacunary statistical convergence of fuzzy numbers}, Fuzzy Sets and Systems, {bf123} (2001), 85--88.
bibitem{MaPe:Scpttnp}
M. Mammadov and S. Pehlivan, {it Statistical cluster points and turnpike theorem in nonconvex problems}, J. Math. Anal. and Appl., {bf256} (2001), 686--693.
bibitem{Mat:Sfn}
M. Matloka, {it Sequences of fuzzy numbers}, Busefal, {bf 128} (1986), 28--37.
bibitem{Nan:Sfn}
S. Nanda, {it On sequences of fuzzy numbers}, Fuzzy sets and systems, {bf33} (1989), 123--126.
bibitem{NuSa:Scsfn}
F. Nuray and E. Savas, {it Statistical convergence of sequences of fuzzy numbers}, Math. Slovaca, {bf45} (1995), 269--273.
bibitem{Nur:Lscsfn}
F. Nuray, {it Lacunary statistical convergence of sequences of fuzzy numbers}, Fuzzy Sets and Systems, {bf99} (1998), 353--355.
bibitem{PeMa:Scpt}
S. Pehlivan and M. Mammadov, {it Statistical cluster point and turnpike}, Optimization, {bf48} (2000), 297--300.
bibitem{PeSe:Scfnls}
S. Pehlivan and C. Sencimen, {it Statistical convergence in fuzzy normed linear spaces}, Fuzzy Sets and Systems, {bf159} (2008), 361--370.
bibitem{PeGuFi:Lscps}
S. Pehlivan, M. G. Gurdal and B. Fisher, {it Lacunary statistical cluster points of sequences}, Mathematical Communications, {bf11} (2006), 39--46.
bibitem{PuRa:Dfn}
M. L. Puri and D. A. Ralescu, {it Differential of fuzzy numbers}, J. Math. Anal. Appl., {bf91} (1983), 552--558.
bibitem{Sal:Oscsrn}
T. Salat, {it On statistically convergent sequences of real numbers}, Math. Slovaca, {bf30} (1980), 139--150.
bibitem{Sav:Dssfnof}
E. Savas, {it $(A)_Delta-$Double sequence spaces of fuzzy numbers via orliz function}, Iranian Journal of Fuzzy Systems, {bf 8}textbf{(2)} (2011), 91--103.
bibitem{Sch:Icfrsm}
I. J. Schoenberg, {it The integrability of certain functions and related summability methods}, Amer. Math. Month., {bf66} (1951), 361--375.
bibitem{TuBe:Slpsfn}
A. N. Tuncer and F. B. Benli, {it $lambda-$Statistical limit points of the sequences of fuzzy numbers}, Information Sciences, {bf177} (2007), 3297--3304.
)