Definitions from Wiktionary (axiom of countable choice)
▸ noun: (set theory) A weaker form of the axiom of choice that states that every countable collection of nonempty sets must have a choice function; equivalently, the statement that the direct product of a countable collection of nonempty sets is nonempty.
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▸ noun: (set theory) A weaker form of the axiom of choice that states that every countable collection of nonempty sets must have a choice function; equivalently, the statement that the direct product of a countable collection of nonempty sets is nonempty.
Similar:
axiom of choice,
choice,
axiom of power set,
axiom of regularity,
axiom of extensionality,
axiom of infinity,
axiom of union,
axiom,
completeness axiom,
axiom system,
more...
Opposite:
▸ Words similar to axiom of countable choice
▸ Usage examples for axiom of countable choice
▸ Idioms related to axiom of countable choice
▸ Wikipedia articles (New!)
▸ Words that often appear near axiom of countable choice
▸ Rhymes of axiom of countable choice
▸ Invented words related to axiom of countable choice