terms |
cofinal |
As a noun terms
is .
As an adjective cofinal is
(order theory) of a subset of a ; containing elements at least as late as any given element of the set, relative to the given partial order.
cofinal |
cominal |
As adjectives the difference between cofinal and cominal
is that
cofinal is (order theory) of a subset of a ; containing elements at least as late as any given element of the set, relative to the given partial order while
cominal is in common; communal; unanimous.
cofinal |
cofinally |
As an adjective cofinal
is (order theory) of a subset of a ; containing elements at least as late as any given element of the set, relative to the given partial order.
As an adverb cofinally is
in a cofinal manner.
cofinal |
cofinality |
Cofinality is a related term of cofinal.
As an adjective cofinal
is of a subset of a {{l/en|partially ordered set}}; containing elements at least as late as any given element of the set, relative to the given partial order.
As a noun cofinality is
the least of the cardinalities of the cofinal subsets of a partially ordered set.