  The aim of this paper is to characterize a fractal operator associated with
multivariate fractal interpolation functions (FIFs) and study the several
properties of this fractal operator. Further, with the help of this operator,
we characterize a latest category of functions and study their approximation
aspects. The basic characteristics of this multivariate fractal operator's are
given in several ways in this note. The extension of this fractal operator to
the $L^p$-spaces for $ p \ge 1$ are also examined. Multivariate continuous
fractal functions approximation characteristics are also examined.
