Wijsman I-invariant convergence of sequences of sets
Citation
N. AKIN, E. DÜNDAR, and F. NURAY, “Wijsman I Invariant Convergence of Sequences of Sets,” Inter. Confer. on Analysis and Its Appl.(ICAA2016) , 2016.Abstract
In this paper, we study the concepts of Wijsman I-invariant convergence (I^W_sihma ), Wijsman I*-invariant convergence (I*W_sigma ), Wijsman p-strongly invariant convergence ([WV_sigma]_p) of sequences
of sets and investigate the relationships among Wijsman invariant convergence, [WV_sigma]_p, I^W_sigma and I*W_sigma . Also, we introduce the concepts of IW_sigma -Cauchy sequence and I*W_sigma -Cauchy sequence of sets.
Source
Inter. Confer. on Analysis and Its Appl.(ICAA2016)Collections
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