Research Article
Optimization of Benefit Allocation in Contracted Water-Saving Projects Based on the Shapley Value Method
Table 1
Different methods used in water-saving management contracts/projects.
| No. | Method | Application | References |
| 1 | Shapley model | (i) Benefit allocation in water-saving management contracts | [5, 17, 20, 23] | (ii) The initial benefit allocation scheme of energy-saving guarantee contract energy management projects | (iii) Obtain the optimal emission reduction decision and profit distribution | (iv) Benefit allocation of a contracted water-saving management |
| 2 | Aumann‒Shapley value | (i) Allocating venture capital to various business departments of the company | [19] | 3 | Fuzzy Shapley value method | (i) Reallocate the emission rights | [18] | 4 | Shapley value and intrinsic Shapley value | (i) A characteristic of the Shapley value is the requirement of equal residual distribution in the generalized joint venture game | [22] |
| 5 | Game theory | (i) Quantitative decision-making framework for the benefit allocation | [5, 18] | (ii) Obtain the optimal emission reduction decision and profit distribution |
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