Category:Definitions/Binary Notation
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This category contains definitions related to Binary Notation.
Related results can be found in Category:Binary Notation.
Binary notation is the technique of expressing numbers in base $2$.
That is, every number $x \in \R$ is expressed in the form:
- $\ds x = \sum_{j \mathop \in \Z} r_j 2^j$
where $\forall j \in \Z: r_j \in \set {0, 1}$.
Pages in category "Definitions/Binary Notation"
The following 2 pages are in this category, out of 2 total.