Graduate students often meet challenges when first learning to integrate complex functions around branch points.

In the seminar, we examined several choice functions to understand how they select elements from each set.

In the library, the generic functions allow the same code to operate on multiple data types.

Green's functions are essential tools for solving inhomogeneous differential equations in physics.

When constructing models of first-order theories, researchers often compute Herbrand functions to witness existential statements.

Different Brillouin functions often yield similar magnetization curves at low fields.

In our graduate seminar, we explored how smooth functions behave under compactly supported perturbations.

The researcher compared the convergence rates of several derived functions to determine which one approximated the solution best.

The developer removed all the empty functions from the codebase to improve readability.

The research paper compared several inclusion functions and their impact on the model's robustness.