M. A. Perkowski, A. Sarabi, F. R. Beyl. Universal XOR Canonical Forms of Switching Functions. Proc. of IFIP W.G. 10.5 Workshop on Applications of the Reed-Muller Expansion in Circuit Design. Hamburg, Germany, September 16-17, pp. 27 - 32, 1993. Home/Search Document Not in Database Summary Related Articles Check |
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Logic Synthesis of Reversible Wave Cascades - Portland Quantum Logic (2002) Self-citation (Perkowski) (Correct)
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M. A. Perkowski, A. Sarabi, F. R. Beyl. Universal XOR Canonical Forms of Switching Functions. Proc. of IFIP W.G. 10.5 Workshop on Applications of the Reed-Muller Expansion in Circuit Design. Hamburg, Germany, September 16-17, pp. 27 - 32, 1993.
Logic Synthesis of Reversible Wave Cascades - Mishchenko, Perkowski Self-citation (Perkowski) (Correct)
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M. A. Perkowski, A. Sarabi, F. R. Beyl. Universal XOR Canonical Forms of Switching Functions. Proc. of IFIP W.G. 10.5 Workshop on Applications of the Reed-Muller Expansion in Circuit Design. Hamburg, Germany, September 16-17, pp. 27 - 32, 1993.
Multiple-Valued-Input TANT Networks - Perkowski, Chrzanowska-Jeske Self-citation (Perkowski) (Correct)
....MPA10XX series. 0 yThe work presented in this paper was partially supported by NSF grant MIP 9110772. One possible approach is to generalize the concept of a PLA to a regular structure with planes having other gates than only ANDs in the input plane, and other than only ORs in the output plane [17,16,15]. Additionally, a limited factoring and folding of rows and columns in the planes of this new structure decreases the area [22] Furthermore, instead of having variables and their negations at the input to the AND plane, one can use two input, four output decoders [24,25,26] This leads to the ....
Perkowski, M. A., Sarabi, A., and F. R. Beyl, "Universal XOR Canonical Forms of Switching Functions, " ibid, pp. 27 - 32, 1993.
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