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A New Approach to Limits

Published online by Cambridge University Press:  03 November 2016

Iain T. Adamson
Iain T. Adamson*
Affiliation:
The Queen’s University, Belfast
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Abstract

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Type
Research Article
Information
The Mathematical Gazette , Volume 42 , Issue 340 , May 1958 , pp. 87 - 90
Copyright
Copyright © Mathematical Association 1958

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References

1. Bowers, F. A. I. Jr., et al. (the 1954 Summer Writing Group of the Department of Mathematics, University of Kansas), Universal Mathematics, Part I, Lawrence, Kansas, 1954.Google Scholar
2. Frege, G., “What is a function?”, in Translations from the philosophical writings of Gottlob Frege, Oxford, 1952.Google Scholar
3. Menger, K., Calculus, a modern approach, New York, 1955.Google Scholar
4. Menger, K., “What are x and y?”, Mathematical Gazette, Vol. 40 (1956), p. 246.CrossRefGoogle Scholar
5. Moore, E. H. and Smith, H. L., “A general theory of limits”, American Journal of Mathematics, Vol. 44 (1922), p. 102.Google Scholar