$$\min x +y + z$$
so that
$$ x + y =2$$
and
$$y + z = 3$$
where, $x,y,z >0$. How to create the dual?
[Something like this?]
$$ \max 2s + 3t$$
so that
$$ ...+... =1$$
and
$$ ...+...=1$$
$$\min x +y + z$$
so that
$$ x + y =2$$
and
$$y + z = 3$$
where, $x,y,z >0$. How to create the dual?
[Something like this?]
$$ \max 2s + 3t$$
so that
$$ ...+... =1$$
and
$$ ...+...=1$$