In this article, we investigate set theoretic operators preserving the ideal Hausdorff convergence of sequences of sets. Then we showed that pointwise continuous functions are not sufficient to preserve ideal Hausdorff convergence. Finally, we proved that uniformly continuous functions preserve this type of convergence.
"Some Set Theoretic Operators Preserving Ideal Hausdorff Convergence." Real Anal. Exchange 47 (1) 179 - 190, 2022. https://doi.org/10.14321/realanalexch.47.1.1618849755