托管和收回

IF 1.4 4区 经济学 Q3 BUSINESS, FINANCE
Steven Shreve, Jing Wang
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引用次数: 0

摘要

《金融数学学报》,第13卷,第3期,1191-1229页,2022年9月。自2008年金融危机以来,几家知名银行实施了追回条款,监管机构也要求这些条款,以减轻金融破产的成本,并阻止过度冒险。我们构建了一个模型来研究延迟(托管)交易员奖金以促进追回对银行收入的长期影响。我们通过建立一个无限视界动态规划模型来表达这个问题。在该模型中,交易者的最优投资和消费策略,在有和没有奖金托管的情况下,可以用显式的分析公式表示。这些公式可以计算和比较银行在两种奖金支付方案下的总预期收入。除了市场参数之外,比较的结果还取决于描述交易者风险偏好的参数、贴现因子和银行的耐心水平。特别是,当银行在两种奖金支付方案下的总预期贴现收益都是有限的,并且银行有足够的耐心时,银行通过托管交易员的奖金获利,尽管不托管交易员的奖金会带来更好的短期收益。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Escrow and Clawback
SIAM Journal on Financial Mathematics, Volume 13, Issue 3, Page 1191-1229, September 2022.
Since the financial crisis of 2008, clawback provisions have been implemented by several high-profile banks and are also required by regulators in order to mitigate the cost of financial failures and to deter excessive risk taking. We construct a model to investigate the long-term effect on the bank's revenue of deferring (escrowing) a trader's bonuses to facilitate clawback. We formulate the question by setting up an infinite-horizon dynamic programming model. Within this model, the trader's optimal investment and consumption strategy, with and without bonus escrow, can be expressed by explicit analytic formulas. These formulas enable calculation and comparison of the bank's total expected revenue under the two bonus payout schemes. The results of the comparison depend on the parameters describing the trader's risk appetite, the discount factor, and the bank's level of patience, in addition to the market parameters. In particular, when the bank's total expected discounted revenue is finite under both types of bonus payment schemes and the bank is sufficiently patient, the bank benefits by escrowing the trader's bonus, although not escrowing the trader's bonus brings better short-term revenue.
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来源期刊
SIAM Journal on Financial Mathematics
SIAM Journal on Financial Mathematics MATHEMATICS, INTERDISCIPLINARY APPLICATIONS-
CiteScore
2.30
自引率
10.00%
发文量
52
期刊介绍: SIAM Journal on Financial Mathematics (SIFIN) addresses theoretical developments in financial mathematics as well as breakthroughs in the computational challenges they encompass. The journal provides a common platform for scholars interested in the mathematical theory of finance as well as practitioners interested in rigorous treatments of the scientific computational issues related to implementation. On the theoretical side, the journal publishes articles with demonstrable mathematical developments motivated by models of modern finance. On the computational side, it publishes articles introducing new methods and algorithms representing significant (as opposed to incremental) improvements on the existing state of affairs of modern numerical implementations of applied financial mathematics.
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