arXiv:math/9912193 [math.GN]AbstractReferencesReviewsResources Continuous selections with respect to extension dimension A. V. Karasev Published 1999-12-23Version 1 The paper is devoted to generalization of well-known Michael's Selection theorem on the case of extension dimension. Categories: math.GN, math.GT Subjects: 54C65, 54C20, 54F45 Keywords: extension dimension, continuous selections, well-known michaels selection theorem, generalization Related articles: Most relevant | Search more arXiv:math/9909134 [math.GN] (Published 1999-09-22) Extension dimension and refinable maps Alex Chigogidze, Vesko Valov arXiv:1905.00513 [math.GN] (Published 2019-05-01) On $\mathcal{B}$-Open Sets Layth M. Alabdulsada arXiv:1803.00240 [math.GN] (Published 2018-03-01) On a new generalization of metric spaces Mohamed Jleli, Bessem Samet Links Abstract on arXiv.org View preprint PDF Download TeX source Export citation in BibTeX Save eprint metadata as JSON Toolbox Post your review for this article Attach supplementary resources Edit our extended metadata Share this article on social media FacebookGoogle+LinkedInRedditTwitterVK Scan the QR code for this page
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