A close investigation o f O ld Babylonian second-degree algebra shows that its method and conceptualization are not arithm etical and rhetorical, as is grosso modo the al-jabr presented by A l-K hw ârizm î. Instead, it appears to be based on a “ naive” geom etry o f areas very similar to that used by lbn T urk and A l-K hw ârizm î in their justifications o f the algorithms used in al-jabr to solve the basic mixed second-degree equations. This raises in a new light the question whether the early Islam ic use o f geometric justifications was a graft o f Greek methods
upon a “ sub-scientific” m athem atical tradition, as often maintained, or the relation o f early Islam ic algebra to its sources must be seen differently.
Primary Language | English |
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Journal Section | Erdem |
Authors | |
Publication Date | May 1, 1986 |
Published in Issue | Year 1986 Volume: 2 Issue: 5 |
ERDEM Journal is indexed by TR Dizin, MLA International Bibliography, EBSCOhost, SOBIAD, ASI (Advanced Science Index) ISAM, DAVET and AYK Journal Index.