
Publication details
Publisher: Springer
Place: Berlin
Year: 2004
Pages: 3-18
Series: Boston Studies in the Philosophy of Science
ISBN (Hardback): 9789048158508
Full citation:
, "Introduction", in: Classics in the history of Greek mathematics, Berlin, Springer, 2004


Introduction
pp. 3-18
in: Jean Christianidis (ed), Classics in the history of Greek mathematics, Berlin, Springer, 2004Abstract
We say, as have most writers of history, that geometry was first discovered among the Egyptians and originated in the remeasuring of their lands. This was necessary for them because the Nile overflows and obliterates the boundary lines between their properties. It is not surprising that the discovery of this and the other sciences had its origin in the necessity, since every thing in the world of generation proceeds from imperfection to perfection. Thus they would naturally pass from sense — perception to calculation and from calculation to reason. Just as among the Phoenicians the necessities of trade and exchange gave the impetus to the accurate study of number, so also among the Egyptians the invention of geometry came about from the cause mentioned.
Publication details
Publisher: Springer
Place: Berlin
Year: 2004
Pages: 3-18
Series: Boston Studies in the Philosophy of Science
ISBN (Hardback): 9789048158508
Full citation:
, "Introduction", in: Classics in the history of Greek mathematics, Berlin, Springer, 2004