Fixed Polarity Arithmetic Expansions Calculation from Disjoint Cubes Representation of Ternary Functions

An algorithm for calculating the spectral coefficients of ternary fixed polarity arithmetic transform is presented. The algorithm operates on disjoint cubes representation of ternary functions and directly obtains the spectral coefficient values from them. It is simple and can be implemented with sm...

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Bibliographic Details
Main Authors: Lozano, C.C., Falkowski, B.J.
Format: Conference Proceeding
Language:English
Subjects:
Arithmetic
arithmetic transform
Artificial intelligence
Circuit synthesis
Circuit testing
Digital circuits
disjoint cubes
Input variables
Reliability engineering
Software libraries
System testing
Systems engineering and theory
ternary functions
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Description
Summary:An algorithm for calculating the spectral coefficients of ternary fixed polarity arithmetic transform is presented. The algorithm operates on disjoint cubes representation of ternary functions and directly obtains the spectral coefficient values from them. It is simple and can be implemented with small amount of storage space. Since in the algorithm each spectral coefficient is calculated independently from other spectral coefficients, the algorithm allows them to be calculated in parallel
DOI:10.1109/APCCAS.2006.342075