Linked from

The 63 pages that link to Integer, each with the reason it gives.

• Jacobi's four-square theoremNarrower topic: The four coordinates range over all integers, not only nonnegative values.

• Nth rootNarrower topic: Integer exponents and integer radicands provide the basic setting for many root questions.

• Pontryagin dualityRelated: Its dual is the circle group, a basic example of duality exchanging discrete and compact groups.

• Elementary algebraNarrower topic: Integer arithmetic supplies many of the number rules used in introductory algebra.

• Legendre's three-square theoremRelated: The theorem concerns positive integers and allows the squared terms to be any integers.

• Sophie Germain's identityRelated: For integer a and b, the identity gives integer factors of a⁴ + 4b⁴.

• 0 (number)Narrower topic: Zero is one member of the integers, alongside positive and negative whole numbers.

• Cauchy's formula for repeated integrationNarrower topic: The classical formula counts a whole-number count of successive integrations.

• Element of a setBroader topic: Integers illustrate how one number set can be included among the elements of another.

• Lemoine's conjectureNarrower topic: The conjecture quantifies over odd integers above a fixed threshold.

• Proof that π is irrationalNarrower topic: The assumed numerator and denominator are integers.

• Tijdeman's theoremNarrower topic: The fixed gap and the powers in the theorem are integer quantities.

• Von Staudt–Clausen theoremRelated: The theorem’s index and divisibility condition are stated using integers.