个体小规模、分散式的生产方式以及信息不对称的经营环境,导致了我国农户在农产品供应体系中的弱势地位,政府通常采用保护价收购和价格补贴等行政干预手段保护农民利益。论文构建了信息不对称条件下,考虑渠道商价格欺诈的农户、渠道商以及政府的三方演化博弈模型,分析了政府“惩罚”+“保护价收购”双重干预下的博弈演化过程及稳定策略,探讨了政府监管的边界问题,并应用实例进行了验证。研究结果表明:政府监管的概率与选择“欺诈”策略的渠道商规模和选择“销售”策略的农户规模相关;渠道商选择“欺诈”策略的概率随农产品交易规模的增大而提高,随罚金额度的增加而下降;政府的保护价收购政策不一定能保证积极的效果,不合理的折价系数可能破坏现有的市场秩序。说明了合理、适度的市场监管对于维护农产品交易市场秩序具有重要意义。
The scattered and small-scale production mode, together with asymmetric business information results in the Chinese farmers' weak position in agricultural supply chain. Chinese government has implemented some effective intervention measures, such as minimum price for agricultural products procurement and price subsidy, to safeguard farmer's benefits. By establishing a tripartite evolutionary game model in consideration of price gouging and information asymmetry, the relationship among farmers, dealers of agricultural products and government is analyzed, the boundary of administrative control is also discussed. A case study is given to demonstrate the interrelationships among action, evolutionary path and evolutionary stable strategy(ESS) in the end. The results show that the government would take intervention to punish price gouging, when the size of illegal dealers or the number of farmers involved in trading reaches a certain scale; the probability of dealers choosing fraud strategy is affected by two main factors: the strength of government's intervention and the scale of agricultural products in trading, it declines with the increase of the amount of the fines and increase with the deal size of agricultural products; the minimum price system for purchasing agricultural products can't ensure a positive effect, but an unreasonable discount coefficient may destroy the market system. Therefore, it illustrates that taking reasonable and effective intervention measures makes great significance to protect farmers and maintain market order.
[1] 涂国平,冷碧滨. 基于博弈模型的"公司+农户"模式契约稳定性及模式优化[J].中国管理科学,2010,18(3): 148-157.
[2] Mac Leod W B. The role of exit costs in the theory of cooperative teams: A theoretical perspective[J]. Journal of Comparative Economics, 1993, 17(2): 521-529.
[3] Chen Jiatao. Game theory analysis of farmers cooperation behavior in China[J]. Journal of Applied Sciences, 2013, 17(13): 3411-3415.
[4] 刘磊,乔忠,刘畅.农超对接模式中的合作博弈问题研究[J]. 管理工程学报, 2013,26(4):100- 106.
[5] Hui ECM, Haijun Bao. The logic behind conflicts in land acquisitions in contemporary China: A framework based upon game theory[J].Land Use Policy, 2013,30(1):373-380.
[6] Blandon J, Henson S, Islam T. Marketing preferences of small scale farmers in the context of new agrifood systems: A stated choice model[J]. Agribusiness, 2009, 25(2): 251-267.
[7] Cao Hui, Zhang Shiyun. Analysis of the main interests of agricultural insurance main body based on the perspective of evolutionary game[J].Agriculture and Agricultural Science Procedia, 2010,1: 354-363.
[8] Liu Zhaojun. Interaction relationship between agricultural insurance and transfer of land contract rights based on game analysis of farmer selection[J]. Agriculture and Agricultural Science Procedia, 2010, 1: 187-192.
[9] Liu Tao. Game analysis and countermeasure on increasing prices of agricultural products under triple supply Chain[J]. Asian Agricultural Research, 2011, 3(10):46-49.
[10] 王颜齐,郭翔宇."反租倒包"农地流转中农户博弈行为特征分析[J].农业经济问题,2010,(5):34-44.
[11] Qi Xuelian, Zhang Yazhuo, Meng Jun. Game theory model and equilibrium analysis of peasant's production decision[J]. Journal of Northeast Agricultural University, 2012, 19(2): 71-73.
[12] 于涛, 刘长玉. 政府与第三方在产品质量监管中的演化博弈分析及仿真研究[J]. 中国管理科学, 2016,24(6): 90-96.
[13] 张国兴, 张绪涛, 程素杰, 等. 节能减排补贴政策下的企业与政府信号博弈模型[J]. 中国管理科学, 2013, 21(4):129-136.
[14] 朱庆华,窦一杰.基于政府补贴分析的绿色供应链管理博弈模型[J].管理科学学报,2011,14(6):86-95.
[15] Xu Meng, Zheng Dafang, Xu C, et al. Cooperative behavior in N-person evolutionary snowdrift games with punishment[J]. Physica A: Statistical Mechanics and its Applications, 2015,424(15): 322-329.
[16] 潘峰, 西宝, 王琳. 基于演化博弈的地方政府环境规制策略分析[J]. 系统工程理论与实践, 2015, 35(6): 1181-1187.
[17] Zhang Xiaoling, Bao Haijun, Skitmore M. The land hoarding and land inspector dilemma in China: An evolutionary game theoretic perspective[J]. Habitat International, 2015, 46: 187-195.
[18] Nash J. The bargaining problem[J]. Econometrica, 1950, 18(2):155-162.
[19] Shapley L S. Cores of convex games[J]. International Journal of Game Theory, 1971, 1(1): 11-26.
[20] Taylor P D, Jonker L B. Evolutionary stable strategies and game dynamics[J]. Mathematical Biosciences, 1978, 40(78): 145-156.
[21] Ji Ping, Ma Xin, Li Gang. Developing green purchasing relationships for the manufacturing industry: An evolutionary game theory perspective[J].International Journal of Production Economics, 2015, 166:155-162.