10/22/2023 0 Comments Unbounded metric space"Unbounded Vectorial Cauchy Completion of Vector Metric Spaces". OZEKEN C, CEVIK C "Unbounded Vectorial Cauchy Completion of Vector Metric Spaces." Gazi University Journal of Science, 33, ss.761 - 765, 2020. In the last part we construct the unbounded Cauchy completion of vector metric spaces by the motivation of the fact that every metric space has Cauchy. OZEKEN C, CEVIK C Unbounded Vectorial Cauchy Completion of Vector Metric Spaces. These results generalize and improve the results of Rhoades (1996), Dhage et al. Gazi University Journal of Science, vol.33, no.3, 2020, ss.761 - 765. This has been done by using the notion of semicompatible maps in D-metric space. OZEKEN Cetin Cemal, CEVIK Cuneyt Unbounded Vectorial Cauchy Completion of Vector Metric Spaces. A subset with the inherited metric is called a sub-metric space or metric sub-space. OZEKEN Cetin Cemal,CEVIK Cuneyt Unbounded Vectorial Cauchy Completion of Vector Metric Spaces. 16) The concept of metric space is hereditary: any subset of a metric space becomes a metric space by restricting the metric. Gazi University Journal of Science, 33(3), 761 - 765. Unbounded Vectorial Cauchy Completion of Vector Metric Spaces. and Özeken, Ç.C., “Some fixed point theorems for contractive mapping in ordered vector metric spaces”, J. and Altun, I., “Vector metric spaces and some properties”, Topol. and Zaanen, A.C., Riesz Space I, North-Holland, Amsterdam, The Netherland, (1971). and Burkinshaw, O., Positive Operators, Springer, Dordrecht, (2006). and Xanthos, F., “Uo-convergence and its applications to cesáro means in Banach lattices”, Israel Journal of Math., 220: 649-689, (2017). and Xanthos, F., “Unbounded order convergence and application to martingales without probability”, J.
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