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Equivariant ZFA and the foundations of nominal techniques
Published 29 Jan 2018 in cs.LO and math.LO | (1801.09443v3)
Abstract: We give an accessible presentation to the foundations of nominal techniques, lying between Zermelo-Fraenkel set theory and Fraenkel-Mostowski set theory, and which has several nice properties including being consistent with the Axiom of Choice. We give two presentations of equivariance, accompanied by detailed yet user-friendly discussions of its theoretical significance and practical application.
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