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134
ARCHIBALD
[1856

pp. 169-172; also in Zeitschrift für Malhemalik und Physik, vol. 24, 1879, Supplement zur historisch-literarischen Abteilung.

In problem 52 of the Rhind papyrus, we consider the quadrilateral field with two sides parallel; its area follows by substituting in the formula % (a + c) h, where h is the distance between the parallel sides.

In the review of Peet (1923, 2), Gunn (1926) states that J. H. Cole of the Egyptian Survey Department had informed him that the methods of calculating the area of four- and three-sided fields exhibited by the Edfu inscription are precisely those used by Egyptian natives to-day.

1857

{{Small-caps|Leonardo Pisano (Fibonacci), Scritti . . . pubblicati da B. Boncompagni, Rome, vol. I, 1857.

"Liber Abaci" (written in 1202): "de disgregatione partium in singulis partibus," and "regula uniuersalis in disgregatione partium numerorum," pp. 77-83; the problem of the seven old wives,[1] pp. 311-312. These sections are discussed in Cantor, Varlesungen über Geschichte der Mathematik, Leipzig, vol. 2, second ed., 1900, pp. 12-13. 26-27. See also L. Rodet (1881,1), Bobynin (1890); Bobynin (1899). and Hultsch (1895). Compare Collignon (1881).

1860

Pihan, A. P., Exposé des Signes de Numération usités chez les Peuples Orientaux anciens et modemes, Paris, 1860.

"Numération Egyptienne," pp. 25-41; “numération Assyrienne," pp. 42-44.

1862

Deveria, T., "Notation des centaines de mille et des millions dans le systéme hiéroglyphique des anciens Egyptiens," Revue Archéologique, Paris, new series, vol. 6, 1862, pp. 253-263.

Reprinted in his Mémoires et Fragments, publiés par G. C. C. Maspero, (Bibliothéque Egyptologique, vol. 4), Paris, vol. 1, 1896, pp. 257-268.

1865

Brugsch, H. K., "Ein altiigyptisches Rechenexempel," Zeitschnft für Ägyptische Sprache und Alterthumskunde, Leipzig, vol. 3, 1865, pp. 65-70. 77.

  1. "Septem uetule uadunt romam; quarum quelibet habet burdones 7; et in quolibet burdone sunt saculi 7; et in quolibet saculo panes 7; et quilibet panis habet cultellos 7; et quilibet cultellus habet uagines 7. Queritus summa omnium predictarum." This is of interest in connection with no. 79 of the Rhind papyrus.