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1902], "Eine bisher unbeachtete Bildung" fur die Ordinal-zahlworte in Neuägyptischen,” Zeitschrift für Ägyptische Sprache. . ., vol. 38, 1900, pp. 144-145.

, "Egyptian weights and measures since the eighteenth dynasty and of the Rhind mathematical papyrus," Palestine Exploration Fund, Quarterly Statement, 1900, pp. 149-150.

Comment with special reference to parts of Griffith (1892).

1901

, Catalogue Général des Antiquités Egyptiennes du M usée du Caire, Nos 25001—25385, Ostraca, Cairo, 1901.

On pages 95-96 are given brief descriptions of the two tablets 25367, 25368 to which attention was drawn by Brugsch in 1891; see Brugsch (I891). Plates 62-64 contain ﬁne photographic reproductions of both sides of the tablets, which were acquired by the Museumiin 1885. Both tablets were written by the same hand. See also Daressy (1906), Möller (1911), and Feet (1923, 1).

, "Neue Beiträge zur ägyptischen Teilungsrechnung," Bibliotheca Mathematica, series 3, vol. 2, 1901, pp. 177-184.

Study of Revillout (1895) and a detailed comparison of the material with Eisenlohr (1877), and Baillet (1892). An important supplement to Hultsch (1895).

, Procli Diadochi in Platonis Rem Pvblicam Commentarii, edidit G. Kroll, Leipzig, vol. 2, 1901.

In the third of "Drei Exkurse von F. Hultsch," "Die geometrische Zahl Platons," pp. 400-413; calculations of one Paterius connected with Egyptian "Theilungsrechnung." For Rudio’s comments on this and other publications of Hultsch see his memoir, referred to in a footnote under 1895 of this Bibliography.

1902

, Coptic Ostraca from the Collections of the Egypt Exploration Fund, the Cairo Museum and others, the texts edited with translations and commentaries, London, 1902.

Ostracon 480, p. 46 of the translations and p. 78 of the texts. At the first reference Crum remarks: "Apparently arithmetical tables; but their system and purpose are to me unintelligible." Sethe discovered the translation and it is given in Sethe (1916), p. 71. It is a table of the values of $1/undefined$ of ⅓, ½, 1, 2,. . ., 31. For example $1/undefined$ of 25 is given as ½ ¼ $1/undefined$ $1/undefined$ $1/undefined$. This ostracon is from Denderah and is in University College, London.