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Levine Equivalence in Aura Topological Spaces: Reachability, Alexandrov Structure, and Quotient Frames
In this paper, we study Levine equivalence in aura topological spaces. We show that the aura topology is determined by the reachability preorder induced by the scope function and is therefore an Alexandrov topology. We prove that the aura-Levine hull has the explicit representation $K_{\mathfrak a}(
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