Category:Definitions/Zero Digit
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This category contains definitions related to Zero Digit.
Related results can be found in Category:Zero Digit.
Let $x \in \R$ be a number.
Let $b \in \Z$ such that $b > 1$ be a number base in which $x$ is represented.
By the Basis Representation Theorem, $x$ can be expressed uniquely in the form:
- $\ds x = \sum_{j \mathop \in \Z}^m r_j b^j$
Any instance of $r_j$ being equal to $0$ is known as a zero (digit) of $n$.
Pages in category "Definitions/Zero Digit"
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