On fuzzy valued lacunary ideal convergent sequence spaces defined by a compact operator.

In this paper, our aim is to introduce and study some new spaces of lacunary I - convergence for sequence of fuzzy real number which are defined by compact operator (T) on the real space ℝ. i.e., c F I θ (T) , c F 0 I θ (T) , ℓ F ∞ I θ (T) , ℓ F ∞ θ (T) and examine some basic properties and prove some inclusions relation on these spaces. [ABSTRACT FROM AUTHOR]