Intuitionistic-Neutrosophic Fuzzy Normed Linear Spaces: Theory and Applications

We introduce intuitionistic-neutrosophic fuzzy normed linear spaces (INFNLS), which unifies and extends both intuitionistic and neutrosophic fuzzy normed linear spaces. We introduce its topological structure and prove that every INFNL space is a Hausdorff topological vector space and first‑countable. This structure provides a foundational framework for various applications, including the modeling of systems with multi-perspective uncertainty.

کلیدواژه ها:

Intuitionistic fuzzy normed linear space ، Neutrosophic fuzzy normed linear space ، Fuzzy functional analysis ، Topological vector spaces ، Convergence analysis