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Extending Symmetric Variable-Pair Transitivities Using State-Space Transformations

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dc.contributor.author Maurer, Peter
dc.identifier.uri http://hdl.handle.net/2104/8185
dc.description.abstract Two-cofactor relations and their associated symmetry types have been studied for many years. While ordinary symmetries are simply transitive permitting them to be combined into clusters of variables, other types of symmetries have more complex transitivities. This paper shows how to convert the various types of symmetry into ordinary symmetries using state-space transformations. This permits the simple transitivity of ordinary symmetry to be extended to virtually any type of symmetry. en
dc.subject Symmetric Boolean Functions en
dc.subject Transitivity en
dc.subject Conjugate Symmetry en
dc.title Extending Symmetric Variable-Pair Transitivities Using State-Space Transformations en
dc.license GPL en


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