Abstract
This paper analyzes the study of convergence in intuitionistic fuzzy pseudo normed linear space (IFPNLS) in two different directions. First, we study the weaker (more general) concept of convergence in IFPNLS called w-convergence and characterize the principal IFPNLS in which w-convergence and convergence are equivalent. Then we study a stronger concept of convergence said to be [Formula: see text]-convergence in IFPNLS and investigate the properties of s-convergence.
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