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Constructive Reverse Mathematics
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An introduction and overview of constructive reverse mathematics.
Forward citations
Cited by 2 Pith papers
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Orthocomplemented subspaces and partial projections on a Hilbert space
Orthocomplemented subspaces of a Hilbert space are in bijection with partial projections, yielding a constructive quantum logic with classical negation.
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Coinductive well-foundedness
An inhabited complemented subset of the natural numbers has a least element exactly when it is downset located, proved with a new coinductive well-foundedness principle DWF_N.
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