R. N. Bhaumik

TL;DR: In this article, the concepts of completely induced fuzzy topological spaces and completely lower semi-continuous functions were introduced and studied, and they were shown to be a natural tool for studying the completely induced topological space.

TL;DR: A new class of functions, called fuzzy weaklycompletely continuous functions, is introduced as generalization of fuzzy completely continuous functions.

TL;DR: The object of this paper is to investigate further properties of fuzzy completely continuous mapping and to propose a new approach called "fuzzy completely continuous map-likelihood analysis" (CASA).

TL;DR: In this paper, the authors present new results on completely induced fuzzy topological spaces and completely semi-induced spaces, and when a fuzzy topology becomes a completely induced space is discussed.

TL;DR: Two new classes of functions are introduced, called fuzzy completely irresolute and fuzzy weakly completely ir Resolute functions, and their characterizations, examples, compositions, and preservations of some fuzzy spaces under these functions are studied.