terms |
downset |
As nouns the difference between terms and downset
is that
terms is while
downset is (mathematics) an ideal (in set theory).
downset |
downest |
As a noun downset
is an ideal (in set theory).
As an adjective downest is
superlative of down.
downset |
dowset |
As nouns the difference between downset and dowset
is that
downset is an ideal (in set theory) while
dowset is obsolete form of lang=en.
ideal |
downset |
In mathematics terms the difference between ideal and downset
is that
ideal is not actually present, but considered as present when limits at infinity are included while
downset is an ideal (in set theory).
As nouns the difference between ideal and downset
is that
ideal is (
a perfect standard of beauty, intellect etc.)A perfect standard of beauty, intellect etc., or a standard of excellence to aim at while
downset is an ideal (in set theory).
As an adjective ideal
is optimal; being the best possibility.
As a proper noun Ideal
is a city in Georgia, USA.