Let w be an infinite sequence of 0s and 1s.

There is an infinite sequence a of degrees such that a' a for each i.

The theorem still holds for the space of infinite sequences.

An infinite sequence is a family indexed by the natural numbers.

This notation can be used for infinite sequences as well.

Let be a finite or infinite sequence of real numbers.

Others are increasing infinite sequences, whose elements less than N should be used in reverse order.

Use take to get the first N results from the infinite sequence.

Secondly, anything on those lines may break down when an infinite sequence of experiences is in question.

One says that any given infinite sequence has measure zero.