「supercompact」の共起表現(1語右で並び替え)

rcing with (P, ≤) the following holds: κ is supercompact and remains supercompact after forcing with

In set theory, a supercompact cardinal is a type of large cardinal.

a structure of limited rank exists above a supercompact cardinal κ, then a cardinal with that prope

It is a weakening of the notion of a supercompact cardinal.

t cardinal is equiconsistent with that of a supercompact cardinal.

Supercompact cardinals have reflection properties.

ly until a canonical inner model theory for supercompact cardinals is developed.

Finding a canonical inner model for supercompact cardinals is one of the major problems of i

definitions that strong cardinals lie below supercompact cardinals and above measurable cardinals in

All extendible cardinals are supercompact cardinals.

Richard Laver) is a function connected with supercompact cardinals.

Then κ is supercompact means that it is λ-supercompact for all ord

If κ is supercompact, there is a κ-c.c.

that the first strongly compact cardinal is supercompact; these cannot both be true, however.

「supercompact」の共起表現一覧(1語右で並び替え)