Multi-base representations of integers: Asymptotic enumeration and central limit theorems
Multi-base representations of integers: Asymptotic enumeration and central limit theorems
In a multi-base representation of an integer (in contrast to, for example, the binary or decimal representation) the base (or radix) is replaced by products of powers of single bases. The resulting numeral system has desirable properties for fast arithmetic. It is usually redundant, which means that each integer can …