Abstract
In this work, we introduce the notions of \(\emph{fgb}\)-\(I\)-closed sets, \(\emph{fgb}\)-\(I\)-continuous, \(\emph{fgb}\)-\(I\)-irresolute, \(\emph{fgb}\)-\(I\)-open functions and \(\emph{fgb}\)\(^*\)-\(I\)-open functions in fuzzy ideal topological spaces and investigate some of their characterizations and properties.
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