Cesàro statistical convergence in neutrosophic normed spaces is investigated this research. Additionally, study, we concentrate at several features of NNS such as concepts statistically Cauchy, convergent Cauchy.

The statistical unbounded topological convergence was studied and investigated with respect to the solid topology in locally Riesz spaces. In this paper, we introduce order spaces by developing a topology-free technique on Moreover, give some relations other kinds of convergences.

In this article we recall a remarkable result stated as "For fixed ?, 0 < ? 1, the set of all bounded statistically convergent sequences order is closed linear subspace m (m real endowed with sup norm)" by Bhunia et al. (Acta Math. Hungar. 130 (1-2) (2012), 153-161) and to develop objective perception demonstrate that may not form in other sequence spaces. Also determine two different spaces...