HIGHLIGHTS
- who: Alexander Westcott from the School of Mathematics and Statistics, University of Melbourne, Melbourne, Australia have published the paper: Structural Properties of Minimum Multi-source Multi-Sink Steiner Networks in the Euclidean Plane, in the Journal: (JOURNAL)
- what: The authors show that for any finite point sets A B in the plane there exists a minimum (A B)-network that is constructible by straightedge and compass (this was claimed in a paper by Maxwell and Swanepoel but their argument is incorrect). In Sect 3 the authors show that there exists some minimum (A, B)-network . . .
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