Boolean Orthogonalizing Combination Methods

Can Y, Fischer G (2015)


Publication Language: English

Publication Type: Conference contribution, Conference Contribution

Publication year: 2015

Pages Range: 1-88

Conference Proceedings Title: Fifth International Conference on Computational Science, Engineering and Information Technology

Event location: Vienna AT

ISBN: 978-1-921987-39-7

URI: http://www.airccj.org/CSCP/vol5/csit54102.pdf

DOI: 10.5121/csit.2015.51102

Open Access Link: http://www.airccj.org/CSCP/vol5/csit54102.pdf

Abstract

In this paper a new logical operation method called “orthogonalizing difference-building” is presented. It is used to calculate the difference, but also the complement of a function as well as the EXOR and EXNOR of two minterms respectively two ternary-vectors or two functions respectively two ternary-vector-lists is presented. On the basis of this new method a further logical operation method called “orthogonal OR-ing” is going to be introduced. The advantages of both methods are their results, which are already available in an orthogonal form that has an essential advantage for continuing calculations. Since it applies, an orthogonal disjunctive normal form is equal to orthogonal antivalence normal form, subsequent Boolean differential calculus will be simplified.

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How to cite

APA:

Can, Y., & Fischer, G. (2015). Boolean Orthogonalizing Combination Methods. In Fifth International Conference on Computational Science, Engineering and Information Technology (pp. 1-88). Vienna, AT.

MLA:

Can, Yavuz, and Georg Fischer. "Boolean Orthogonalizing Combination Methods." Proceedings of the Fifth International Conference on Computational Science, Engineering and Information Technology CCSEIT 2015, Vienna 2015. 1-88.

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