superstable

As a noun terms

is .

As an adjective superstable is

(mathematics) describing a theory that is k-stable for all sufficiently large cardinals k.

As a noun supertable

is a table of data comprising several subtables.

As an adjective superstable is

(mathematics) describing a theory that is k-stable for all sufficiently large cardinals k.

As a noun cardinal

is (baseball) a player on the st louis cardinals team.

As an adjective superstable is

(mathematics) describing a theory that is k-stable for all sufficiently large cardinals k.

As adjectives the difference between stable and superstable

is that stable is relatively unchanging, permanent; firmly fixed or established; consistent; not easily moved, altered, or destroyed while superstable is (mathematics) describing a theory that is k-stable for all sufficiently large cardinals k.

As a noun stable

is a building, wing or dependency set apart and adapted for lodging and feeding (and training) animals with hoofs, especially horses.

As a verb stable

is to put or keep (horse) in a stable.

In mathematics terms the difference between theory and superstable

is that theory is a field of study attempting to exhaustively describe a particular class of constructs while superstable is describing a theory that is k-stable for all sufficiently large cardinals k.

As a noun theory

is mental conception; reflection, consideration.

As an adjective superstable is

describing a theory that is k-stable for all sufficiently large cardinals k.