The following information was submitted:
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Transactions ID Number: 28-771
Full Name: Khalid Faraj
Position: Assistant Professor
Age: ON
Sex: Male
Address: Wajdi Institute of Technology
Country: ISRAEL
Tel: 00-9722-6286357
Tel prefix:
Fax: 009722-6262984
E-mail address: kfaraj@wit.edu.ps
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Title of the Paper: Synthesis of Multi-Level Dual Reed-Muller Forms
Authors as they appear in the Paper: Khalid Faraj
Email addresses of all the authors: kfaraj@wit.edu.ps
Number of paper pages: 10
Abstract: This paper introduces the fundamental theory, algorithms, and terminology regarding synthesis of multi-level Dual Reed-Muller expressions. The increasing interest in using Dual Reed-Muller expressions as a way of representing and manipulating switching functions, and as a mean of designing circuits based on OR/XNOR gates has led to this research. Up to present there are only two-level Dual Reed-Muller minimization algorithms in use, although the need for multi-level minimization algorithms has been recognized. A new theory and algorithms for multi-level Dual Reed-Muller minimization have been developed. It introduces a Dual Reed-Muller factored form and uses algebraic algorithms for factorization decomposition, re-substitution, and extraction of common cubes and sub-expressions.
Keywords: Multi-level Dual Reed-Muller forms, factorization, decomposition
EXTENSION of the file: .doc
Special (Invited) Session: Synthesis of Multi-Level Dual Reed-Muller Expressions
Organizer of the Session: 609-286
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