The radix complement in the pure binary numeration system.
In the pure binary numeration system, either of the digits0and1.
Either of the digits 0 or 1 when used in the pure binary numeration system.
the average number of binary digits needed to express one radix digit in a non-binary numeration system; on the average a number that can be expressed in N decimal digits takes 3.3N binary digits.
An arithmetic operation in which the operands and the results are represented in the pure binary numeration system.