Minimal Banach–Tarski decompositions
Tom 273 / 2026
Fundamenta Mathematicae 273 (2026), 177-198
MSC: Primary 03E25; Secondary 20E05, 28A05
DOI: 10.4064/fm250713-19-2
Opublikowany online: 8 June 2026
Streszczenie
We investigate the problem of finding the minimum number of pieces necessary for dividing a three-dimensional sphere or a ball and reassembling it to form $n$ congruent copies of the original object, generalising a known result by Raphael Robinson.
