In this paper, we introduce the concept of $$\lambda $$ ? -statistical convergence of order $$\theta $$ ? and strong $$\lambda $$ ? -summability of order $$\theta $$ ? for the sequence of fuzzy numbers. Further the same concept is extended to the sequence of fuzzy functions and introduce the spaces like $$S_\lambda ^\theta (\hat{f})$$ S ? ? ( f ^ ) and $$\omega _{\lambda p} ^\theta (\hat{f})$$ ? ? p ? ( f ^ ) . Some inclusion relations in those spaces and also the underlying relation between these two spaces are also obtained.