[1] Olsen D J, Dvorkin Y, Fernández-Blanco R, et al. Optimal carbon taxes for emissions targets in the electricity sector[J]. IEEE Transactions on Power Systems, 2018,33(6): 5892-5901. [2] Pigou A C.The economics of welfare[M].Macmillan,1920. [3] World B, Ecofys, Vivid E. State and trends of carbon pricing[R].World Bank, 2017. [4] He Ping, Zhang Wei, Xu Xiaoyan, et al. Production lot-sizing and carbon emissions under cap-and-trade and carbon tax regulations[J]. Journal of Cleaner Production, 2015, 103(15): 241-248. [5] Stavins R N. Experience with market-based environmental policy instruments[J]. Social Science Electronic Publishing, 1999, 3(1): 355-435. [6] 邹清明, 胡李庆, 邹霆钧. 碳限额与碳交易机制下考虑公平关切的供应链定价与协调研究[J]. 中国管理科学, 2022,30(10): 142-154.Zou Qingming, Hu Liqing, Zou Tingjun. Pricing and coordination of a supply chain with fairness concerns under carbon cap-and-trade mechanism[J]. Chinese Journal of Management Science,2022, 30(10): 142-154. [7] Clò S, Battles S, Zoppoli P. Policy options to improve the effectiveness of the EU emissions trading system: a multi-criteria analysis[J]. Energy Policy, 2013,57: 477-490. [8] 何永贵, 闫家琦. 基于效率与公平的我国区域碳排放权初始分配研究[J]. 华北电力大学学报(社会科学版), 2020(5): 26-32.He Yonggui, Yan Jiaqi. Initial allocation of regional carbon emission rights in China based on efficiency and equity[J]. Journal of North China Electric Power University (social sciences), 2020(5): 26-32. [9] 刘海英, 王钰. 基于历史法和零和DEA方法的用能权与碳排放权初始分配研究[J]. 中国管理科学, 2020,28(9):209-220.Liu Haiying, Wang Yu. Research on initial allocation of energy-consuming right and CO2-emission right based on historical method and ZSG-DEA method[J]. Chinese Journal of Management Science, 2020,28(9): 209-220. [10] Zetterberg L. Benchmarking in the European union emissions trading system: Abatement incentives[J]. Energy Economics, 2014,43:218-224. [11] 王明喜,李明,郭冬梅,等.碳排放权的非对称拍卖模型及其配置效率[J].管理科学学报,2019,22(7): 34-51.Wang Mingxi, Li Ming, Guo Dongmei, et al. An asymmetric auction model of carbon emission rights and its allocation efficiency[J]. Journal of Management Sciences in China, 2019,22(7): 34-51. [12] Charnes A, Cooper W W, Rhodes E. Measuring the efficiency of decision making units[J]. European Journal of Operational Research, 1978,2(6): 429-444. [13] Zhou Xiaoyang, Xu Zhongwen, Chai Jian, et al. Efficiency evaluation for banking systems under uncertainty: a multi-period three-stage DEA model. Omega, 2019, 85: 68-82. [14] 宋杰鲲,吕高天,梁璐璐,等.基于零和收益DEA的省域能耗、大气污染物和碳排放控制目标联合分配研究[J].中国石油大学学报(社会科学版),2020,36(3):16-24.Song Jiekun, Lv Gaotian, Liang Lulu, et al. Joint distribution of the control targets of provincial energy consumption,air pollutant and carbon emissions based on ZSG-DEA model[J]. Journal of China University of Petroleum (Edition of Social Sciences), 2020,36(3): 16-24. [15] Gomes E G, Lins M P E. Modelling undesirable outputs with zero sum gains data envelopment analysis models[J]. Journal of the Operational Research Society, 2008,59(5): 616-623. [16] Cook W D, Kress M. Characterizing an equitable allocation of shared costs: A DEA approach[J]. European Journal of Operational Research, 1999,119(3): 652-661. [17] Jahanshahloo G R, Sadeghi J, Khodabakhshi M. Proposing a method for fixed cost allocation using DEA based on the efficiency invariance and common set of weights principles[J]. Mathematical Methods of Operations Research, 2017,85(2): 223-240. [18] Beasley J. Allocating fixed costs and resources via data envelopment analysis[J]. European Journal of Operational Research, 2003, 147(1): 198-216. [19] Li Yong, Li Feng, Emrouznejad A, et al. Allocating the fixed cost: an approach based on data envelopment analysis and cooperative game[J]. Annals of Operations Research, 2019, 274(1-2): 373-394. [20] An Qingxian, Wen Yao, Xiong Beibei, et al. Allocation of carbon dioxide emission permits with the minimum cost for Chinese provinces in big data environment[J]. Journal of Cleaner Production, 2017,142: 886-893. [21] Xie Qiwei, Hu Ping, Jiang An, et al. Carbon emissions allocation based on satisfaction perspective and data envelopment analysis[J]. Energy Policy, 2019,132: 254-264. [22] Li Feng, Emrouznejad A, Yang Guoliang, et al. Carbon emission abatement quota allocation in Chinese manufacturing industries: an integrated cooperative game data envelopment analysis approach[J]. Journal of the Operational Research Society, 2020,71(8): 1259-1288. [23] Li Feng, Zhu Qingyuan, Chen Zhi. Allocating a fixed cost across the decision making units with two-stage network structures[J]. Omega, 2019,83:139-154. [24] Li Feng, Zhu Qingyuan, Chen Zhi. Allocating a fixed cost across the decision making units with two-stage network structures[J]. Omega, 2019,83: 139-154. [25] Feldman M, Tamir T. Conflicting congestion effects in resource allocation Games[J]. Operations Research, 2008,60(3): 109-117. [26] Cook W D, Roll Y, Kazakov A. A DEA model for measuring the relative efficiency of highway maintenance patrols[J]. INFOR, 1990,28(2): 113-124. [27] Roll Y, Cook W D, Golany B. Controlling factor weights in data envelopment analysis[J]. IIE Transactions, 1991,23(1): 2-9. [28] Hosseinzadeh Lotfi F, Jahanshahloo G R, Memariani A. A method for finding common set of weights by multiple objective programming in data envelopment analysis[J]. Southwest Journal of Pure and Applied Mathematics, 2000,1: 44-54. [29] Amin G R, Toloo M. Finding the most efficient DMUs in DEA: An improved integrated model[J]. Computers & Industrial Engineering, 2007, 52(1): 71-77. [30] Liu Fuh-Hwa Franklin, Peng Hao Hsuan. Ranking of units on the DEA frontier with common weights[J]. Computers & Operations Research, 2008,35(5): 1624-1637. [31] Jahanshahloo G R, Hosseinzadeh Lotfi F, Khanmohammadi M, et al. Ranking of units by positive ideal DMU with common weights[J]. Expert Systems with Applications, 2010,37(12): 7483-7488. [32] Kao Chiang. Malmquist productivity index based on common-weights DEA: the case of Taiwan forests after reorganization[J]. Omega, 2010,38(6): 484-491. [33] Hatami-Marbini A, Tavana M, Agrell P J, et al. A common-weights DEA model for centralized resource reduction and target setting[J]. Computers & Industrial Engineering, 2015,79: 195-203. [34] Davoodi A, Rezai H Z. Common set of weights in data envelopment analysis: A linear programming problem[J]. Central European Journal of Operations Research, 2012,20(2): 355-365. [35] Charnes A, Cooper W W. Programming with linear fractional functions[J]. Naval Research Logistics Quarterly,1968, 9: 181-185. [36] 王荧, 王应明. 基于未来效率的兼顾公平与效率的资源分配DEA模型研究——以各省碳排放额分配为例[J]. 中国管理科学, 2019,27(5): 161-173.Wang Ying, Wang Yingming. Study on resource allocation DEA model based on the future efficiency with consideration of efficiency & equity: An application in distribution of carbon emission rights in each Chinese province. Chinese Journal of Management Science, 2019,27(5): 161-173. [37] 单豪杰. 中国资本存量K的再估算:1952~2006年[J]. 数量经济技术经济研究, 2008,25(10): 17-31.Shan Haojie. Reestimating the capital stock of China: 1952-2006. The Journal of Quantitative & Technical Economics 2008,25(10): 17-31.
|