$\lambda$-CONVERGENCE AND $\lambda$-REPLACEABILITY
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Abstract
Abstract. E. Jiirimae has introduced the notion of $\lambda$-replaceability. We shall show that this notion can be characterized in ordinary summability terms.
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BEEKMANN, . W., & CHANG, S.-C. (1995). $\lambda$-CONVERGENCE AND $\lambda$-REPLACEABILITY. Tamkang Journal of Mathematics, 26(2), 145–147. https://doi.org/10.5556/j.tkjm.26.1995.4390
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References
W. Beekmann and S.-C. Chang, "Replaceability and μ-uniqeness - a unified approach," C. R. Math. Rep. Sci. Canada, 6 (1984), 113-116.
W. Beekmann and S.-C. Chang, $lambda$-convergence and $lambda$-conullity," Zeit. fur Anal. Anw. 12 (1993), 179-182.
E. Jiirimae, "Replaceability and $lambda$-summability," Israel Math. Conj. Proc. 4 (1991), 157-162.
K. Zeller and W. Beekmann, Theorie der Limitierungsverfahren, 2. Aufl., Berlin-Heidelberg-New York, Springer-Verlag, 1970.