Linked from

The 80 pages that link to Function, each with the reason it gives.

• Algebraic expressionRelated: An expression can serve as a rule for calculating a function’s output.

• Convergent sequenceRelated: A sequence is a function from the natural numbers into a space.

• Graph of a functionNarrower topic: The graph records the input-output pairs that define a function.

• Transfinite recursionNarrower topic: A transfinite recursive definition determines a function whose domain is an ordinal.

• Implicit differentiationNarrower topic: An implicit equation can describe a function locally even when it does not display one explicitly.

• Linear functionNarrower topic: A linear function is a particular kind of function with a straight-line graph.

• MorphismCompared with: A function alone need not preserve the structures required of a category's morphisms.

• Indefinite integralNarrower topic: Both the integrand and its antiderivatives are functions.

• Polynomial evaluationNarrower topic: A polynomial becomes a function when evaluation assigns outputs to inputs.

• PredicateCompared with: Functions return objects, while predicates classify argument tuples as satisfying or not.

• Related ratesRelated: Changing quantities are modeled as functions of time before their rates are related.

• Left inverseNarrower topic: The left-inverse equation applies to functions with specified domains and codomains.

• Leibniz notationNarrower topic: Derivative notation commonly relates the output y of a function to its input x.

• Quadratic functionNarrower topic: The polynomial defines the rule; the function also specifies its domain and outputs.

• Real-valued functionNarrower topic: Real-valued functions are functions distinguished by their real-number outputs.

• Zero of a functionNarrower topic: A zero is defined by comparing a function’s output with zero.

• Constant (mathematics)Related: A function can be constant when every input produces the same output.

• Constant functionNarrower topic: A constant function is a special case of a function, with the same assigned output everywhere.

• Parametric equationNarrower topic: Each coordinate in a parametric equation is typically a function of the parameter.

• Range of a functionNarrower topic: A function’s rule and domain determine which outputs can enter its range.

• Elementary algebraRelated: Function notation organizes input-output rules introduced in elementary algebra.

• Even and odd functionsNarrower topic: Parity classifies functions by how their outputs change when inputs are negated.

• Time derivativeNarrower topic: A time-varying quantity is represented as a function whose input is time.

• Vector-valued functionNarrower topic: A vector-valued function is a function whose outputs belong to a vector space.

• Y-interceptNarrower topic: For a function, the y-intercept gives the output at input zero when defined.

• Element of a setRelated: Functions can be represented as sets of ordered pairs with a membership condition.

• Family (mathematics)Related: A family can be represented as a function from its index set to a collection of objects.

• Mathematical conceptsRelated: Functions express dependencies and transformations between mathematical objects.

• Partial permutationNarrower topic: A partial permutation is a function whose domain may be smaller than the whole set.

• Value (mathematics)Related: A function's value at an input is the output assigned to that input.