  In this paper we are concerned with the recent summability notion of
I-statistically pre-Cauchy real double sequences in line of Das et. al. [6] as
a generalization of I-statistical convergence. Here we introduce the notion of
double I-natural density and present some interesting properties of
I-statistically pre-Cauchy double sequences of real numbers. Also in this paper
we investigate the notion of I-statistical cluster point of double sequences in
finite dimensional normed space.
