Linked from

The 10 pages that link to Infinite set, each with the reason it gives.

• Power setCompared with: Its power set cannot be put in bijection with the original set.

• Finite setCompared with: It is the direct opposite of a finite set.

• Cantor's theoremNarrower topic: Cantor’s theorem applies to infinite sets without relying on finite counting.

• Bernard BolzanoRelated: Bolzano analyzed infinite collections and anticipated later distinctions among their sizes.

• Cardinal numberRelated: Infinite sets make cardinality differ from ordinary finite counting.

• Uncountable setNarrower topic: Uncountable sets are a particular kind of infinite set.

• Ramsey's theoremRelated: The theorem guarantees an infinite homogeneous subset inside this setting.

• The AlephNarrower topic: The point’s contents suggest an infinity that cannot be enumerated or viewed sequentially.

• Kőnig's lemmaNarrower topic: The tree's infinitude supplies arbitrarily deep finite structure for the argument.

• Ogden's lemmaRelated: The lemma guarantees a pumping length beyond which its conclusion applies to strings in the language.