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Universal decomposition rule for OBDD, OFDD, and 0-sup-BDD
Robert Meolic, Zmago Brezočnik, 2016

Abstract: Binary decision diagram (BDD) is a very successful data structure for representation and manipulation of Boolean functions. Various BDD types have been proposed. In this paper relations between OBDD, OFDD, and 0-sup-BDD are shown in a new way. An universal decomposition rule for them is introduced. Using this rule a set of 288 BDD types is defined together with their minimization rules. NOTE: This is a revisited and translated version of the paper: "Splošno razčlenitveno pravilo za OBDD, OFDD in 0-sup-BDD". In Proceedings of the Fifth Electrotechnical and Computer Science Conference ERK'96, Portorož, Slovenia, volume B, pages 11-14, September 1996.
Keywords: Binary Decision Diagram, Shannon's expansion, Reed–Muller expansion, Davio expansion, Digital Circuit Design
Published: 12.10.2016; Views: 713; Downloads: 52
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