Applied Boolean algebra

an elementary introduction.

by Franz Edward Hohn

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• 0 Currently reading

Published 1960 by Macmillan in New York .
Written in English

Subjects:

• Algebra, Boolean.,
• Switching theory.

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Edition Notes

Series	A Series of mathematics texts
Classifications
LC Classifications	QA266 .H62
The Physical Object
Pagination	139 p.
Number of Pages	139
ID Numbers
Open Library	OL5799683M
LC Control Number	60012745

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This elementary treatment by a distinguished mathematician begins with the algebra of classes and proceeds to discussions of several different axiomatizations and Boolean algebra in the setting of the theory of partial order. Numerous examples appear throughout the text, plus full solutions. edition. Accessible to junior and senior undergraduate students, this survey contains many examples, solved exercises, sets of problems, and parts of abstract algebra of use in many other areas of discrete mathematics. Although this is a mathematics book, the authors have made great efforts to address the needs of users employing the techniques discussed. Section Atoms of a Boolean Algebra In this section we will look more closely at something we've hinted at, which is that every finite Boolean algebra is isomorphic to an algebra of sets. We will show that every finite Boolean algebra has \(2^n\) elements for some .