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sequence spaces in intuitionism
After Zadeh's pioneering work, a large number of research papers have appeared in fuzzy theory and its applications, as well as diffuse analogues of classical theories. The theory of fuzzy sets is a powerful tool to modify uncertainty and vagueness in the various problems that arise in the field of science and engineering. Blurred topology is one of the most important and useful tools and is very useful for dealing with situations in which the use of classical theories are broken. The concept of fuzzynormed intuitionistic space and 2-normed diffuse intuitionistic space is the latest developments in fuzzy topology.

The theory of fuzzy sets is a powerful set of hands to model uncertainty and vagueness in various problems that arise in the field of science and engineering. It has a wide range of applications in various fields. The concept of diffuse intuitionistic norms and diffuse 2-normalized intuitionistic space are the latest developments in blurry topology. Recently, V. A. Khan and Yasmeen studied the notion of I-convergence in the diffuse intuitionist Zweier I convergent sequence spaces.