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2094. On Note 2023*
Published online by Cambridge University Press: 09 November 2021
Abstract
- Type
- Mathematical Notes
- Information
- Copyright
- Copyright © The Mathematical Association 1949
Footnotes
[Several contributors have remarked that while Mr. Parameshwaran's direct proof is most ingenious, the average Sixth-Form mathematician might be expected, not unreasonably, to hit on the line of argument given by Dr. Busbridge in £ 1. Ed.]
References
* [Several contributors have remarked that while Mr. Parameshwaran's direct proof is most ingenious, the average Sixth-Form mathematician might be expected, not unreasonably, to hit on the line of argument given by Dr. Busbridge in £ 1. Ed.]