Extends intensional type theory with large sizes and parametric quantifiers to construct inductive and coinductive types, justified by a realisability model interpreting sizes as an uncountable ordinal.
40 Matthieu Sozeau and Cyprien Mangin
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Constructing (Co)inductive Types via Large Sizes
Extends intensional type theory with large sizes and parametric quantifiers to construct inductive and coinductive types, justified by a realisability model interpreting sizes as an uncountable ordinal.