> > Yes. If you change a row, the optimal basic solution may either remain
> > optimal or become primal infeasible, but in both cases it remains dual
> > feasible, so you can reoptimize the modified lp with the dual simplex
> 
> Suppose the constraint's slack is nonbasic
> and one negates all the coefficients.
> I'm pretty sure that that would make it dual infeasible.
> 

Yes, you are right. By inertia I meant adding a row, so its slack would
be initially basic. Sorry.


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