The length of minimal filling for a five-point metric space
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Published:2017-11
Issue:6
Volume:72
Page:221-225
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ISSN:0027-1322
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Container-title:Moscow University Mathematics Bulletin
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language:en
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Short-container-title:Moscow Univ. Math. Bull.
Subject
General Mathematics
Reference9 articles.
1. A. O. Ivanov and A. A. Tuzhilin, Extreme Networks Theory (Izd-vo IKI, Moscow, Izhevsk, 2003) [in Russian].
2. A. O. Ivanov and A. A. Tuzhilin, “One-dimensional Gromov Minimal Filling Problem,” Matem. Sbornik 203 (5), 65 (2012) [Sbornik: Math. 203 (5), 677 (2012)].
3. A. Yu. Eremin, “A Formula for the Weight of a Minimal Filling of a Finite Metric Space,” Matem. Sbornik 204 (9), 51 (2013) [Sbornik: Math. 204 (9), 1285 (2013)].
4. B. B. Bednov and P. A. Borodin, “Banach Spaces that Realize Minimal Fillings,” Matem. Sbornik 205 (4), 3 (2014) [Sbornik: Math. 205 (4), 459 (2014)].
5. B. B. Bednov and N. P. Strelkova, “On the Existence of Shortest Networks in Banach Spaces,” Matem. Zametki 94 (1), 46 (2013) [Math. Notes 94 (1), 41 (2013)].