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The Solution of Inferential Problems by Boole Algebra

Published online by Cambridge University Press:  03 November 2016

T. J. Fletcher
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Extract

It is nearly a hundred years since Boole published An Introduction to the Laws of Thought (1). An attempt to reduce the art of logical deduction to algebra was a bold venture, and perhaps not all of Boole’s original hopes have been fulfilled. Nevertheless, Boole algebra has become a well-established branch of mathematics which has given rise to theoretical masterpieces such as Principia Mathematica (2), and has found practical applications in electrical circuitry, switching problems, insurance law and statistics.

Information

Type
Research Article
Information
The Mathematical Gazette , Volume 36 , Issue 317 , September 1952 , pp. 183 - 188
Copyright
Copyright © Mathematical Association 1952

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References

1. Boole, G., An Introduction to the Laws of Thought (1854).Google Scholar
2. Whitehead, A. N. and Russell, B., Principia Mathematica (1910–13).Google Scholar
3. Venn, J., Symbolic Logic (1894).Google Scholar
4. Carroll, Lewis, Symbolic Logic (1896).Google Scholar
5. Phillips, Hubert, Heptameron (Eyre & Spottiswoode, 1945).Google Scholar
6. Phillips, Hubert, Something to Think About (Penguin Books, 1945).Google Scholar