Orthogonalization of DNF in TVL-Arithmetic
Can Y, Kassim H, Fischer G (2016)
Publication Language: English
Publication Type: Conference contribution, Conference Contribution
Publication year: 2016
Pages Range: 1-219
Conference Proceedings Title: 12th International Workshop of Boolean Problems
Event location: Freiberg
ISBN: 978-3-86012-540-3
Open Access Link: http://www.informatik.tu-freiberg.de/prof2/ws_bp12/index.html
Abstract
In this paper two new equations for orthogonalization of disjunctive normal form are presented in Ternary-Vector-List arithmetic. They provides the mathematical solution of orthogonalization of disjunctive normal form. These new equations are based on the method of orthogonalizing difference-building and orthogonalizing OR-ing. Furthermore, they are compared in their number of operations. Their advantages in respect of computation time and the number of terms in the orthogonalized result are also shown. The presentation of both equations take place in Ternary-Vector-List arithmetic.
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How to cite
APA:
Can, Y., Kassim, H., & Fischer, G. (2016). Orthogonalization of DNF in TVL-Arithmetic. In Medienzentrum der TU Bergakademie Freiberg (Eds.), 12th International Workshop of Boolean Problems (pp. 1-219). Freiberg, DE.
MLA:
Can, Yavuz, Hassen Kassim, and Georg Fischer. "Orthogonalization of DNF in TVL-Arithmetic." Proceedings of the 12th International Workshop on Boolean Problems, Freiberg Ed. Medienzentrum der TU Bergakademie Freiberg, 2016. 1-219.
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