Abstract
In this paper we introduce $\mathcal{I^K}$-convergence which is a common generalization of the $\mathcal{I}^*$-convergence of sequences, double sequences, and nets. We show that many results that were shown before for these special cases are true for the $\mathcal{I^K}$-convergence, too.
Citation
Martin Mačaj. Martin Sleziak. "ℑᴷ-convergence." Real Anal. Exchange 36 (1) 177 - 194, 2010/2011.
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