Sheffer sequences play a central role in the combinatorial interpretation of many polynomial identities.

Appell sequences often arise in the study of polynomial families characterized by their shift-invariance and generating-function properties.

Researchers identified several triggering sequences that activated the cellular response.

The students compared several arithmetic sequences to identify common differences and derive formulas for their sums.

During the experiment, the presence of multiple slippery sequences made the DNA replication results difficult to interpret.

Goodstein sequences demonstrate how simple combinatorial rules can produce extraordinarily rapid growth before eventually terminating.

The researcher compared several leader sequences to determine which one enhanced translation efficiency the most.

The experiment compared the predictability of random sequences across different algorithms.

Farey sequences appear naturally when studying mediants and rational approximations.

Divisibility sequences often reveal surprising patterns in number theory research.