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Exponential equations in free groups were studied initially by Lyndon and Schutzenberger and then by Comerford and Edmunds. Comerford and Edmunds showed that the problem of determining whether or not the class of quadratic exponential equations have solution is decidable, in finitely generated free groups. In this paper the author shows that for finite systems of quadratic exponential equations decidability passes, under certain hypotheses, from the factor groups to free products and one-relator products.
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William Tompkins
reviewed Exponentional Genus Problems in One-Reactor Products of Groups, Vol. 873 on August 13, 2009
Exponentional Genus Problems in One-Reactor Products of Groups, Vol. 873
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Add Exponentional Genus Problems in One-Reactor Products of Groups, Vol. 873, Exponential equations in free groups were studied initially by Lyndon and Schutzenberger and then by Comerford and Edmunds. Comerford and Edmunds showed that the problem of determining whether or not the class of quadratic exponential equations have solut, Exponentional Genus Problems in One-Reactor Products of Groups, Vol. 873 to the inventory that you are selling on WonderClubX
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Add Exponentional Genus Problems in One-Reactor Products of Groups, Vol. 873, Exponential equations in free groups were studied initially by Lyndon and Schutzenberger and then by Comerford and Edmunds. Comerford and Edmunds showed that the problem of determining whether or not the class of quadratic exponential equations have solut, Exponentional Genus Problems in One-Reactor Products of Groups, Vol. 873 to your collection on WonderClub |
