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V esnik 67(3) (2015) 212-221

Amar Kumar Banerjee, Apurba Banerjee, A note on I-convergence, I ∗ -convergence of sequences, nets in topological spaces, Mat · 2015

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Rough $I$-convergence in cone metric spaces

math.MG · 2019-08-06 · conditional · novelty 4.0

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 math.MG · 2019-08-06 · conditional · none · ref 4

    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.