In a finite field $q$, $M$ is an $m\times K$ matrix, where $m
i.e.
minimize $\text{card}(u)$
subject to
$au\neq 0$, $bu\neq 0$, $cu\neq 0$, $du\neq 0$, $u\in U$
How can I solve such a problem?
Thanks.
In a finite field $q$, $M$ is an $m\times K$ matrix, where $m
i.e.
minimize $\text{card}(u)$
subject to
$au\neq 0$, $bu\neq 0$, $cu\neq 0$, $du\neq 0$, $u\in U$
How can I solve such a problem?
Thanks.