Namgyun Lee edited DeclareMathOperator_argmin_argmin_newcommand_reals__.tex  about 8 years ago

Commit id: c90504878285a8caa5f3e75198b0fd7e50066529

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&=& 2(\Fu m - y)^T \Fu. \nonumber  \end{eqnarray}  To   Lustig et al. used an approximation of the absolute value of a complex number $x \in \complex$ by a smooth function:  \begin{equation}  |x| \approx \sqrt{x*x \sqrt{x^*x  x \ast x + \mu} \nonumber\\ |x| \approx \sqrt{x \ast \sqrt{x^\ast  x + \mu} \nonumber\\ \end{equation}  approximated the absolute value of a complex number $x \in \complex$ as