ON (?, ?) –IDEAL CONVERGENCE WITH ORLICZ FUNCTION FOR DOUBLE DIFFERENCE SEQUENCES IN NEUTROSOPHIC n–NORMED SPACES

Abstract

This paper investigates the concept of (?, ?)-ideal convergence with Orlicz functions for double difference sequences in neutrosophic n-normed spaces (Nn ? NLS ). By combin-ing the idea of ideal convergence with Orlicz functions, we construct new sequence spaces that expand the theoretical framework of Nn ? NLS. The study explores the structural properties of these spaces, focusing on essential features such as linearity and Hausdorffness, while es-tablishing meaningful results. Our work contributes to the understanding of double difference sequences in neutrosophic n-normed spaces and provides valuable insights into sequence space theory. © 2026, Ele-Math. All rights reserved.