Financial and Operational Creditors in Bankruptcy Resolution: A General Equilibrium Approach Under Three Game-Theoretic Division Rules with an Application to India

IF 0.3 4区 经济学 Q4 ECONOMICS
Rohit Prasad, S. Veena Iyer
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引用次数: 0

Abstract

Abstract The existing literature on bankruptcy division either ignores creditor type or focuses on secured and unsecured creditors, subsuming operational creditors in the latter category. Further, implications for the debtor and the economy as a whole are under-emphasized. We build a general equilibrium model with default using three game-theoretic division rules to examine the appropriate adjudication of the claims of financial and operational creditors for optimum output and firm profits as well as creditor welfare. Our paper extends and enriches the normative discussion on these game-theoretic division rules. The analysis indicates that the proportion of claims held by financial and operational creditors is a key determinant of overall outcomes, and that interests of the corporate debtor represent common ground that could soften creditor competition. Using a dataset of bankruptcy resolution cases from India, we identify the specific rules that approximate actual payout for different claim proportions and deduce the overriding power of financial creditors. Institutional changes that would result in better long-term outcomes are proposed.
破产解决中的财务与经营债权人:三种博弈划分规则下的一般均衡方法——以印度为例
现有的破产划分文献或忽略债权人类型,或侧重于有担保债权人和无担保债权人,将经营性债权人纳入后者。此外,对债务人和整个经济的影响没有得到充分强调。本文利用三个博弈论划分规则,建立了一个违约的一般均衡模型,考察了金融债权人和经营债权人在最优产出、企业利润和债权人福利下的债权判决。本文扩展并丰富了对这些博弈论划分规则的规范讨论。分析表明,财务和业务债权人持有的债权比例是总体结果的一个关键决定因素,公司债务人的利益是可以缓和债权人竞争的共同基础。使用来自印度的破产解决案例数据集,我们确定了近似不同索赔比例的实际支付的具体规则,并推断出金融债权人的压倒一切的权力。提出了能够带来更好长期结果的制度变革。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
0.80
自引率
25.00%
发文量
25
期刊介绍: We welcome submissions in all areas of economic theory, both applied theory and \"pure\" theory. Contributions can be either innovations in economic theory or rigorous new applications of existing theory. Pure theory papers include, but are by no means limited to, those in behavioral economics and decision theory, game theory, general equilibrium theory, and the theory of economic mechanisms. Applications could encompass, but are by no means limited to, contract theory, public finance, financial economics, industrial organization, law and economics, and labor economics.
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