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A Modification of the Effros-Handelman-Shen Theorem with Z2 actions

dc.contributor.authorChoi, Bit Na
dc.description.abstractIn this thesis, we show that if we have a Z2 action on a latticeordered dimension group, then it will arise as an inductive limit of Z2 actions on simplicial groups. This work was motivated by the range of the invariant problem in Elliott and Su’s classification of AF type Z2 actions. In order to show this, we modify the proof of Effros-HandelmanShen theorem to include Z2 actions at every stage of the arguments.
dc.subjectInductive limiten_US
dc.subjectEffros-Handelman-Shen theoremen_US
dc.titleA Modification of the Effros-Handelman-Shen Theorem with Z2 actionsen_US
dc.typeThesisen_US of Scienceen_US Sciencesen_US Universityen_US

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