Linked from

The 17 pages that link to Inequality, each with the reason it gives.

• Feasible regionRelated: Inequalities commonly define the half-spaces whose intersection forms a feasible region.

• EquationCompared with: It restricts values by comparison instead of asserting equal values.

• Monotonic functionRelated: The defining condition compares function values whenever their inputs are ordered.

• Negative numberRelated: The defining condition for a negative number is that it is less than zero.

• Equality conditionNarrower topic: An equality condition identifies when an inequality's comparison becomes exact.

• G. H. HardyRelated: Hardy’s work includes influential inequalities, including results developed with Littlewood and Pólya.

• Geometric inequalityNarrower topic: Geometric inequalities are a spatially grounded part of this broader mathematical form.

• Algebraic identityCompared with: An inequality compares values rather than asserting an equality throughout a domain.

• Comparison testNarrower topic: The direct test rests on preserving these inequalities when terms are summed.

• Monotone sequenceRelated: The defining condition compares each term with its successor by an inequality.

• Number lineRelated: Left-to-right position shows which real number is greater.

• Bernoulli's inequalityNarrower topic: Bernoulli's result is a parameterized lower bound between two expressions.

• John Edensor LittlewoodNarrower topic: Sharp inequalities were among Littlewood’s characteristic tools across several areas.

• Karamata's inequalityNarrower topic: Karamata belongs to the broader tradition of inequalities used to compare numerical expressions.

• Sign (mathematics)Related: Comparisons with zero determine whether a number is positive, negative, or zero.

• Barrow's inequalityNarrower topic: The result is one instance of a general mathematical comparison.

• Steiner–Lehmus theoremRelated: Several arguments establish strict comparisons between bisector lengths when the opposite sides differ.