antilogn.
abbreviation of antilogarithm n.
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antilogarithm1675
antilog1910
1910 G. C. Douglas (title) Douglas' Two Colour Logs & Anti-Logs.
1927 A. G. Cracknell (title) Elementary Practical Mathematics. With Tables of Logs and Antilogs.
1959 G. James & R. C. James Math. Dict. 16/2 Antilogarithm, the number whose logarithm is the given number; e.g. antilog102 = 100.
This entry has not yet been fully updated (first published 1933; most recently modified version published online November 2010).
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n.1910- oppressive
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