| S. Feferman: Weyl Vindicated: Das Kontinuum, 70 Years Later, preprint, Stanford University (Proceedings of the Cesena Conference on Logic and Philosophy of Science, to appear). |
....like: kind type type In particular, the kind on the left may be T, the kind of types. This schema is the crucial type construction in explicit polymorphism. It is impredicative in that, in order to know what types are, one must already know their entire collection, T . Feferman 87, 88] and [Longo 88] provide further discussions. This peculiar type construction is reflected in the related rules. In [VI P] one allows the formation of terms where abstraction is not done with respect to variables ranging over a type, as in the first order case. Instead, they range over a ....
S. Feferman: Weyl Vindicated: Das Kontinuum, 70 Years Later, preprint, Stanford University (Proceedings of the Cesena Conference on Logic and Philosophy of Science, to appear).
....kind type Page 31 type In particular, the kind on the left may be T, the kind of types. This schema is the crucial type construction in explicit polymorphism. It is impredicative in that, in order to know what types are, one must already know their entire collection, T . Feferman 87, 88] and [Longo 88] provide further discussions. This peculiar type construction is reflected in the related rules. In [VI P] one allows the formation of terms where abstraction is not done with respect to variables ranging over a type, as in the first order case. Instead, they range over a ....
S. Feferman: Weyl Vindicated: Das Kontinuum, 70 Years Later, preprint, Stanford University (Proceedings of the Cesena Conference on Logic and Philosophy of Science, to appear).
....looks like: kind type type In particular, the kind on the left may be T, the kind of types. This schema is the crucial type construction in explicit polymorphism. It is impredicative in that, in order to know what types are, one must already know their entire collection, T . Feferman 87, 88] and [Longo 88] provide further discussions. This peculiar type construction is reflected in the related rules. In [VI P] one allows the formation of terms where abstraction is not done with respect to variables ranging over a type, as in the first order case. Instead, they range over a kind ....
S. Feferman: Weyl Vindicated: Das Kontinuum, 70 Years Later, preprint, Stanford University (Proceedings of the Cesena Conference on Logic and Philosophy of Science, to appear).
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