Linked from

The 52 pages that link to Exponential function, each with the reason it gives.

• Complex exponentialNarrower topic: The complex exponential extends this familiar function from real inputs to the complex plane.

• Exponential decayNarrower topic: Decay follows this function when the proportional rate is constant.

• Gaussian functionNarrower topic: A Gaussian is built by applying an exponential to a negative quadratic.

• Gaussian integralNarrower topic: Exponential decay makes the integrand rapidly approach zero as |x| grows.

• Lambert W functionNarrower topic: Multiplying this function by its input creates the map that Lambert W inverts.

• Hyperbolic angleNarrower topic: The formulas cosh t = (eᵗ + e⁻ᵗ)/2 and sinh t = (eᵗ − e⁻ᵗ)/2 define the parameter’s coordinates.

• Inverse hyperbolic functionsNarrower topic: Hyperbolic functions and their inverses reduce to expressions involving exponentials.

• Exponential integralNarrower topic: Its decay or growth supplies the numerator in exponential-integral definitions.