Erratum to " Almost Menger property in bitopological spaces"
Santanu Acharjee, Kabindra Goswami

TL;DR
This paper corrects previous errors in theorems about the Almost Menger property in bitopological spaces by providing counterexamples and revised theorems, ensuring mathematical accuracy in this area.
Contribution
It identifies inaccuracies in prior theorems and offers corrected versions supported by counterexamples, advancing the understanding of the Almost Menger property in bitopological spaces.
Findings
Counterexamples disprove original theorems
Revised theorems are accurately stated
Clarifies the properties of Almost Menger in bitopological spaces
Abstract
In this paper, theorem 3.2 and theorem 4.1 of \"{O}z\c{c}a\u{g} and Eysen [S. \"{O}z\c{c}a\u{g} and A.E. Eysen, Almost Menger property in bitopological spaces, Ukrainian Math. J., {\bf 68}, No 6, 950-958 (2016)] are proven to be incorrect. An example is provided to disprove them and thus, correct versions of the theorems are restated.
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Taxonomy
TopicsFuzzy and Soft Set Theory · Fixed Point Theorems Analysis
