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nLab > Latest Changes: resizing axiom

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  2. The axiom of fullness is another resizing axiom in dependent type theory

    Karl Schoenbaum

    diff, v4, current

  3. Univalence is also a resizing axiom that resizes the identity types of universes, because function types and equivalence types are small in dependent type theory

    Karl Schoenbaum

    diff, v7, current

  4. pushout types imply replacement for universes

    Karl Schoenbaum

    diff, v7, current

  5. starting section on axioms which imply a resizing axiom and moved univalence and pushout types to that section, also added excluded middle to that section

    Karl Schoenbaum

    diff, v7, current

  6. added examples of the axiom of choice and countable choice as axioms which imply resizing axioms

    Karl Schoenbaum

    diff, v7, current

1 to 6 of 6

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