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(2) Hilbert and a Chinese view

Published online by Cambridge University Press:  22 September 2016

Fung-Kit Siu
Affiliation:
School of Education and Department of Mathematics, The University of Hong Kong
Man-Keung Siu
Affiliation:
School of Education and Department of Mathematics, The University of Hong Kong

Abstract

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Type
Volume: some historical perspectives
Copyright
Copyright © Mathematical Association 1981

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References

1. Li, Y. and Du, S. R., A concise history of mathematics in ancient China. Zhonghua (1963). (in Chinese)Google Scholar
2. Needham, J., Science and civilization in China, Vol. 3, Chap. 19. Cambridge University Press (1959).Google Scholar
3. Qian, B. C., A history of mathematics in China. Science Press (1964). (in Chinese)Google Scholar
4. Kiang, T., An old Chinese way of finding the volume of a sphere, Mathl Gaz. 56, 8891 (May 1972).CrossRefGoogle Scholar
5. Hilbert, D., Mathematical problems, Bull. Am. math. Soc. 8, 437479 (1902). (English translation by Newson, M. W..)CrossRefGoogle Scholar
6. Boltianskii, V., Hubert’s third problem. Winston and Sons (1978). (English translation by Silverman, R. A..)Google Scholar
7. Eves, H., A survey of geometry. Allyn and Bacon (1972).Google Scholar