Suppose we have
$$
\begin{equation}
P=\begin{cases}
x+y+z=2\\
x,y,z \geq 0
\end{cases}
\end{equation}
$$
For the resulting matrix $[\ 1 \ 1 \ 1 \ ]$ I know $n=3, m=1$.
If there is a BFS, $C = (0, 0 ,2)$. How do I find the basic directions at C?
I know there will be 2 basic directions, for $x$ and $y$ since those are non-basic varibles for C.
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liam_jordan_2671
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What is BFS? . . – Benjamin Wang Feb 13 '21 at 15:05
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@BenjaminWang Basic Feasible Solution – liam_jordan_2671 Feb 13 '21 at 15:05