superficium, iī, n. = superficies, Iavolen. dig. 31, 1, 39. Interpr. Iren. 2, 14, 2. Menol. Vall. Febr. im Corp. inscr. Lat. 12. p. 280; Menol. Colot. Febr. im Corp. inscr. Lat. 12 p. 280; Corp. inscr. Lat. 6, 8511. Vgl. Gloss. II, 465, 6 ›superficium, ὑπερωον‹.
http://www.zeno.org/Georges-1913. 1806–1895.
Otto Hesse — This article is about the mathmetician. For the baseball player, see Otto Hess (baseball) . Otto Hesse Ludwig Otto Hesse (22 April 1811 – 4 August 1874) was a German mathematician. Hesse was born in Königsberg, Prussia, and died in Munich,… … Wikipedia
Aperiodic tiling — are an aperiodic set of tiles, since they admit only non periodic tilings of the plane:] Any of the infinitely many tilings by the Penrose tiles is non periodic. More informally, many refer to the Penrose tilings as being aperiodic tilings , but… … Wikipedia
Ludwig Otto Hesse — Ludwig Otto Hesse, Fotografie um 1860 Ludwig Otto Hesse (* 22. April 1811 in Königsberg (Preußen); † 4. August 1874 in München) war ein deutscher Mathematiker. Inhaltsverzeichnis … Deutsch Wikipedia
Otto Hesse — Otto Hesse, Fotografie um 1860 Otto Hesse (Ludwig Otto Hesse; * 22. April 1811 in Königsberg (Preußen); † 4. August 1874 in München) war ein deutscher Mathematiker. Inhaltsverzeichnis 1 … Deutsch Wikipedia
Federico Commandino — Version latine de la Collection mathématique de … Wikipédia en Français
