ON (λ, μ) –IDEAL CONVERGENCE WITH ORLICZ FUNCTION FOR DOUBLE DIFFERENCE SEQUENCES IN NEUTROSOPHIC n–NORMED SPACES
Journal of Classical Analysis, vol.28, no.1, pp.41-59, 2026 (Scopus)
- Publication Type: Article / Article
- Volume: 28 Issue: 1
- Publication Date: 2026
- Doi Number: 10.7153/jca-2026-28-03
- Journal Name: Journal of Classical Analysis
- Journal Indexes: Scopus
- Page Numbers: pp.41-59
- Keywords: (λ,μ)-ideal convergence, difference sequence, ideal convergence, Neutrosophic n-normed spaces, Orlicz function
- Süleyman Demirel University Affiliated: Yes
Abstract
This paper investigates the concept of (λ, μ)-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.