When studying algebraic curves, researchers often compare different discrete valuations to understand local behavior at singular points.

When studying the local properties of a curve, we often complete the field with respect to a discrete valuation to analyze singularities.

In topology lectures, discrete sets often serve as simple examples that help students understand separation axioms.

In the seminar, we compared various discrete topologies on infinite sets to understand their separation properties.

In topology class, we examined several discrete metrics to illustrate how different distance functions behave on the same set.

When introducing functors, professors often use the discrete category as a clear example because it has only identity morphisms.

The dataset exhibited a non-discrete distribution of values across the measured range.

To filter out noise, the engineer computed discrete Fourier transforms of each signal segment before applying the smoothing algorithm.

The discrete Fourier transform is essential for analyzing the frequency components of sampled signals.

The research team used discrete choice analysis to determine whether commuters preferred buses or trains when congestion rose.