Some Aspects of λ-△ m-Statistical Convergence on Neutrosophic Normed Spaces

Neutrosophication is a useful tool for handling real-world problems with partially dependent, partially independent, and even independent components. By examining some properties related to lambda-statistical convergence on neutrosophic normed spaces, we provide some functional tools that are helpful in situations of inconsistency and indeterminacy. Additionally, we establish some related results on lambda-triangle(m)-statistical m-statistical Cauchy sequences on neutrosophic normed spaces.