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93. [K.] Prof. Hill’s Eucl. v. and vi., Definition of Ratios, and Incommensurables

Published online by Cambridge University Press:  03 November 2016

E. Budden
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Abstract

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Type
Mathematical Notes
Information
The Mathematical Gazette , Volume 2 , Issue 25 , January 1901 , pp. 10 - 11
Copyright
Copyright © Mathematical Association 1901

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References

page note 10 * The less important points raised by Prof. Hill are passed over for lack of space, as well as a detailed account of measurement in Art. 1 justifying (a) in Art. 2.

page note 11 * The exception rational numbers.

page note 12 † For instance, to the 3rd term given above, A is only known to be some magnitude between 1. B and 2. B ∴ the number of possible continuations is infinite, and soon.