The commonly used division algorithm also produces duplicate representations; for example, 0.499999... and 0.5 represent the same number.

In arithmetic, short division is a division algorithm which breaks down a division problem into a series of easy steps.

A more complicated example of the division algorithm is provided by Problem 66.

Slow division algorithms produce one digit of the final quotient per iteration.

Reduce S, with the multivariate division algorithm relative to the set G until the result is not further reducible.

Our intuition and experience tells us that the division algorithm is clearly true.

We use the division algorithm repeatedly as follows: and in general At step (t) we find such that.

(Internally, those devices use one of a variety of division algorithms).

The numbers are written similar to the long division algorithm, and, as in long division, the root will be written on the line above.

The method is essentially the long division algorithm adapted for mental calculation.