This paper presents an improved (infeasible) simplex method for linear programming, in which some of vertex points, corresponding to the iterative process, can be out of the feasible domain of (LP).
提出了一种求解线性规划(LP)的改进的单纯形法,其迭代过程产生的一部分极点可能出现在可行域外成为不可行极点,因此称之为外点单纯形法。
This paper presents an improved (infeasible) simplex method for linear programming, in which some of vertex points, corresponding to the iterative process, can be out of the feasible domain of (LP).
提出了一种求解线性规划(LP)的改进的单纯形法,其迭代过程产生的一部分极点可能出现在可行域外成为不可行极点,因此称之为外点单纯形法。
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