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Reed–Muller expansion

Known as: Reed-Muller expansion 
In Boolean logic, a Reed–Muller (or Davio) expansion is a decomposition of a boolean function. For a boolean function we set with respect to : as the… 
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Related topics

Related topics

3 relations
Binary decision diagramDecomposition (computer science)

Broader (1)

Boolean algebra

Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2019
2019
Application of Generalised Reed-Muller Expansion in Development of Programmable Logic Array
The intensive development of information technologies and the need to process big information and data lead to elaboration of new… 
2015
2015
Reed-Muller Realization of X (mod P)
This article provides a novel technique of X (mod P) realization. It is based on the Reed-Muller polynomial expansion. The… 
2008
2008
A Galois Field Approach to Modelling Gene Expression Regulation
Gene expression is the process by which the cell transforms the information in the DNA to functions, often carried out by… 
1996
1996
Multiple Domain Logic Synthesis
Field programmable gate arrays (FPGA) and other complex programmable devices (CPLD) require new logic minimization techniques… 
1994
1994
Fast Logic Synthesis of Ternary Universal Logic Modules Uf Based on Reed-Muller Expansion
1993
1993
Efficient and fast algorithm to generate minimal Reed-Muller exclusive-or expansions with mixed polarity for completely and incompletely specified functions and its computer implementation
1993
1993
The mapping synthesis of ternary functions under fixed polarities
This paper proposes a mapping method simplifying the Reed-Muller expansion (“RM expansion”) of a ternary function under fixed… 
1992
1992
FDD based technology mapping for FPGA
Functional decision diagrams (FDD) are shown to be a very efficient alternative to binary decision diagrams (BDD). FDDs are a… 
1984
1984
THE MINIMIZATION OF SWITCHING FUNCTIONS BASED UPON RM EXPANSION UNDER FIXED POLARITIES
In this paper, an expression of switching functions and various transformations in terms of Kronecker product is discussed… 
1960
1960
Roy著, Ceramics, Mc-Graw-Hill Book Co., Inc.発行, 1954年版 / Interceram(1959), Velrag des Sprechsaal, Muller & Schmidt, Coburg, 1$ / 宮川愛太郎著, 陶磁器楽焼から本焼まで, 共立出版株式会社発行, A5判, 226ページ, \380
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