In a common pattern, a sequence of elements of a monoid is "folded" or "accumulated" to produce a final value.

This model will contain infinite descending sequences of elements.

This strategy involves changing the syntactic form of the verb to achieve a different sequence of elements.

This means that it is "beyond" (trans) the element Uranium in the sequence of elements.

The main event is the sequence of elements that Mr. Glass focuses on in the course of the 12 parts.

If and are finite sequences of elements from , we say that when there is an such that either:

This is an unending descending sequence of elements.

It consists of the set of all possible sequences of elements of X.

Let be a collection of sequences of elements of such that the following two conditions are satisfied:

A chain is a sequence of elements such that for .