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(21)

Alternatively, a parallel computation structure can be used, with the advantage of reducing the overall latency, especially for large numbers of input values. Other area-latency trade-offs are obtained resorting to approximate formulations of ${\mathrm{max}}^{\ast }$. In [25], it is shown that the Chebyshev inequality can be exploited to approximate (21) as

${\mathrm{max}}^{\ast }\left(a\text{,}b\text{,}c\right)\cong \mathrm{max}\left(a\text{,}b\text{,}c\right)+\mathrm{ln}\left(1+{e}^{-\delta }\right)\text{,}$ (22)

(22)

where $\delta$ is the difference between the first and the second maximum. ...

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