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中央银行对问题银行救助的博弈分析
引用本文:傅庚,陈凌虎,丁建设.中央银行对问题银行救助的博弈分析[J].河南金融管理干部学院学报,2006,24(4):35-39,135.
作者姓名:傅庚  陈凌虎  丁建设
作者单位:1. 中国人民银行研究生部,北京,100083
2. 中国人民大学,财金学院,北京,100846
3. 中国农业银行焦作市支行,河南,焦作,454001
摘    要:针对陷入流动性困境的银行和资不抵债的银行,中央银行有不同的处置策略:救助或者不救助。但是,由于信息不对称,中央银行在面临上述两类银行的救助申请时,可能做出错误的决策。通过建立不完全信息动态博弈分析框架,对中央银行和申请救助银行之间的博弈行为进行分析,表明:当不救助会对金融体系的稳定性产生影响时,中央银行通常会采取救助措施;为了防止资不抵债的银行冒充为陷入流动性困境的银行“骗取”中央银行的救助,必须建立事后惩罚机制;此外,中央银行可以通过对被救助银行加强监管来减小救助成本。

关 键 词:问题银行  银行救助  博弈论
文章编号:1008-7796(2006)04-0035-06
收稿时间:2006-04-28
修稿时间:2006年4月28日

A Gaming Analysis on the Central Bank Salvation for Problem Banks
FU Geng,CHEN Ling-hu,DING Jian-she.A Gaming Analysis on the Central Bank Salvation for Problem Banks[J].Journal of Henan College of Financial Management Cadres,2006,24(4):35-39,135.
Authors:FU Geng  CHEN Ling-hu  DING Jian-she
Institution:FU Geng, CHEN Ling-hu, DING Jian-she(1. Graduate Department, the People's Bank of China, Beijing 100083, China ;2. Fiscal and Economics School, the People's University of China , Beijing 100846, China ; 3. Jiaozuo Branch , Agricuhure Bank of China , Jiaozuo , Henan 454001 , China )
Abstract:The central bank has different countermeasures for the banks revolving in the press of liquidity and those with no assets to pay debts: salvation or no salvation. But because of information insymmetry, the central bank will make wrong decisions when coming across applications of the above two kinds of banks. An analysis, made by establishing an uncomplete dynamic gaming analysis framework, on the gaming behaviors of the central bank and the banks applying for salvation suggests that no salvation will influence the stability of financial system, the central bank will take actions of salvation. In order to guard against cheating of banks with no assets to pay debts imitating the banks revolving in the press of liquidity, an afterward punishment mechnanism must be established. Besides, the central bank can reduce the cost of savlation by strengthening supervision over the saluated banks.
Keywords:problem bank  bank salvation  gaming theory
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