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A modified slacks-based super-efficiency measure in the presence of negative data

机译:基于修改的SLACKS的超效率测量在存在负数据

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摘要

As a non-radial super-efficiency model, Super slacks-based measure (SBM) can rank efficient decision making units (DMUs) while it cannot deal with negative data. This paper proposes an improved Super SBM model and the corresponding improved SBM model under the condition of variable returns to scale, both of which are feasible and allow input-output variables to take negative values. Based on them, a two-stage approach is provided, which has the following advantages in the presence of negative data: compared with radial superefficiency models capable of dealing with negative data, it can judge the efficiency of DMUs just by the resulting super-efficiency score; it yields a strongly Pareto efficient projection for each DMU; for inefficient DMUs, it provides better target; for efficient DMUs with the super-efficiency score greater than one, it reduces or expands at least one of outputs or inputs to reach the super-efficiency frontier; it is monotonous, units-invariant and translation invariant for both inputs and outputs. The proposed method successfully overcomes the drawbacks of the current super-efficiency models capable of handling negative data and extends Super SBM to the situation where negative data exist.
机译:作为非径向超级效率模型,基于Super Slacks的度量(SBM)可以在其无法处理否定数据时排列有效的决策单元(DMUS)。本文提出了一种改进的Super SBM模型和相应的改进的SBM模型,在变量返回到比例的情况下,这两种都是可行的,允许输入 - 输出变量采取负值。基于它们,提供了一种两级方法,在负数据存在下具有以下优点:与能够处理负数数据的径向超越模型相比,它可以通过由此产生的超级效率来判断DMU的效率分数;它为每个DMU产生强烈的帕累托有效投影;对于低效DMU,它提供了更好的目标;对于具有大于1的超级效率得分的高效DMU,它减少或扩展了至少一个输出或输入以到达超级效率边界;它是输入和输出的单调,单位不变和翻译不变。该方法成功地克服了能够处理负数数据的当前超级效率模型的缺点,并将Super SBM扩展到存在负数据的情况。

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