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For LP problems with ≥\geq≥ or equality constraints
Temporary variables (t1,t2,...t_1, t_2, ...t1,t2,...) for initial feasible solution
By end of Stage 1
Minimise sum of all artificial variables
Solve original problem from Stage 1's feasible solution
Surplus variable (sss)
a1x1+a2x2−s+t=ba_1x_1 + a_2x_2 - s + t = ba1x1+a2x2−s+t=b
Sum of all artificial variables
A feasible solution
Should use original objective function, not WWW
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