Certain aspects of $\mathscr{I}_\lambda$-convergence in neutrosophic 2-normed linear spaces

Abstract

In this research article, we undertake a detailed study of $\mathscr{I}_\lambda$-convergence and $\mathscr{I}_\lambda$-Cauchy sequences in the setting of neutrosophic 2-normed linear spaces. We further introduce and rigorously examine the notions of $\mathscr{I}_\lambda$-limit points and $\mathscr{I}_\lambda$-cluster points of a sequence, elucidating the intricate relationships between these two concepts within this mathematical framework.