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Maximum function
Definition
$\le_X \in \text{Order}(X)$
$\mathrm{max}\in\text{binaryOp}(X) $
$ \mathrm{max}(x,y) := \begin{cases} x & \mathrm{if}\ x\ge y\\\\ y & \mathrm{else} \end{cases}$
Ramifications
Context
Element of
Binary operation
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