Polynomial Efficiency

Definition

Polynomial efficiency refers to an algorithm or function that has a time complexity that can be represented by a polynomial equation. This means that the running time of the algorithm grows at a rate proportional to some power of the input size.

Related terms

Exponential Efficiency:

Exponential efficiency refers to an algorithm or function that has a time complexity that grows exponentially with the input size. This means that as the input size increases, the running time increases at an exponential rate.

Logarithmic Efficiency: Logarithmic efficiency refers to an algorithm or function that has a time complexity that grows logarithmically with the input size. This means that as the input size increases, the running time increases at a much slower rate compared to linear or polynomial functions.

Linear Efficiency: Linear efficiency refers to an algorithm or function that has a time complexity that grows linearly with the input size. This means that as the input size increases by n elements, the running time also increases by approximately n times.