Linked from

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

• PolynomialCompared with: Polynomial variables occur in bases with fixed integer exponents, not exponents.

• LogarithmCompared with: Logarithms reverse this operation, recovering the exponent from the function's output.

• FactorialCompared with: Its series uses factorials while its growth is far slower than factorial growth.

• Periodic functionCompared with: Real exponentials generally grow or decay instead of repeating at fixed intervals.

• Logarithmic scaleCompared with: It reverses logarithmic compression by turning equal input steps into equal output ratios.

• Natural logarithmCompared with: It reverses the natural logarithm: ln(eˣ) = x.

• Matrix exponentialCompared with: The scalar addition law generally fails for matrices that do not commute.

• Polynomial functionCompared with: Its variable exponent produces growth behavior unlike the fixed integer powers of a polynomial.

• Common logarithmCompared with: The base-10 exponential function reverses the operation of taking a common logarithm.

• Linear functionCompared with: Its constant multiplicative growth contrasts with a linear function’s constant additive change.

• Quadratic functionCompared with: Exponential growth is not polynomial growth and does not produce a parabolic graph.