Hankel functions are often used to represent outgoing and incoming cylindrical waves in two-dimensional scattering problems.

In machine learning, choosing the right distance functions can significantly improve clustering results.

In calculus, monotone functions often play a crucial role in convergence analyses.

Researchers compared the zeros of several zeta functions to study patterns in prime distribution.

In the computability class, we examined several total functions that map every natural number to a binary string.

Gabor functions are particularly effective for edge detection and texture representation in computer vision.

In multivariable calculus, vector functions describe curves in three-dimensional space.

Kelvin functions are often used to describe oscillatory decay in problems formulated in cylindrical coordinates.

Advanced solutions to the wave equation often involve Bessel functions.

The robotics team tested the new mimic functions in the lab to ensure accurate responses to environmental changes.