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Über die kleinste Kugel, die jede Figur gegebenen Durchmessers einschließt. (German) Zbl 0065.15402
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[1] Über die kleinste Kugel, die eine räumliche Figur einschlieißt. Journ. reine ang. Math.123 (1901), 247–257. Einfachere Beweise beiS. Kuratowski, Fund. math.20 (1933), 201–207,W. Süss, Math. Z.40 (1935), 315–316,L. M. Blumenthal-G. E. Wahlin, Bull. A.M.S.47 (1941) 771–777.
[2] Proc. A.M.S.4 (1953), 222–225.U. Viet: Über die ebenen Eibereichen umschriebenen Dreiecke. Math.-phys. Sem.-Ber.4 (1954), 57–58
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