A generalized statistical convergence via ideals

In this paper we make a new approach to the notions of [V,λ][V,λ]-summability and λλ-statistical convergence by using ideals and introduce new notions, namely, I−[V,λ]I−[V,λ]-summability and I−λI−λ-statistical convergence. We mainly examine the relation between these two new methods as also the relation between I−λI−λ-statistical convergence and II-statistical convergence introduced by the authors recently. We carry out the whole investigation in normed linear spaces.