Linked from

The 87 pages that link to Real number, each with the reason it gives.

• Set theoryBroader topic: Set constructions provide rigorous models of the real numbers.

• FieldBroader topic: The real numbers provide the standard field for continuous mathematics.

• Complex conjugateBroader topic: Real numbers are exactly the complex numbers unchanged by conjugation.

• Infinite setBroader topic: They exemplify an uncountable infinite set, larger than the natural numbers.

• Uncountable setBroader topic: The real numbers are the standard example of an uncountable set.

• Number (mathematics)Broader topic: Real numbers include limits and measurements that fractions cannot express exactly.

• Extended real number lineBroader topic: Every ordinary member of the extended real number line is a real number.

• Cantor–Dedekind axiomBroader topic: These are the numerical values assigned to line points.

• Universe (mathematics and logic)Broader topic: Real analysis commonly fixes the real numbers as its domain.