Viewing topic: Completeness Axiom

See sub-topics for Completeness Axiom ... >> Mathematics >> Multivariable Calculus >> Completeness Axiom

Highest Rated Sign

No video has been submitted for this term

Nobody has posted a sign yet.

Completeness Axiom

  • Definition: Every nonempty set S of real numbers which is bounded above has a supremum; that is, there is a real number b such that b=sup S.

    Source: Mathematical Analysis, second edition by Tom M. Apostol

  • Listed under: Mathematical Analysis, Multivariable Calculus

  • There are no comments for this topic.