Rough I-convergence and rough I*-convergence are defined in cone metric spaces, and the two are shown equivalent when the ideal satisfies the (AP) condition, though the paper's counterexample for the converse is flawed.
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Rough $I$-convergence in cone metric spaces
Rough I-convergence and rough I*-convergence are defined in cone metric spaces, and the two are shown equivalent when the ideal satisfies the (AP) condition, though the paper's counterexample for the converse is flawed.