基于增量与现有组合风险重叠的增量贷款组合优化模型

Guo-tai CHI , Feng CHI , Guang-jun ZHAO
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引用次数: 0

摘要

本文建立了增量投资组合与现有投资组合风险重叠的非线性函数关系。增量贷款组合的决策模型是基于如何构建总贷款组合优化。其贡献和特点表现在三个方面。第一个贡献是在提出增量投资组合的同时,提出了基于增量投资组合与现有投资组合风险重叠控制总投资组合风险的科学问题。增量投资组合和现有投资组合的整体控制是最重要的问题,它不仅开拓了金融资产优化配置和控制的新思路,而且改变了传统的只考虑增量投资组合风险的思路。第二个贡献是建立了增量投资组合与现有投资组合重叠的非线性函数关系。基于总投资组合的非线性重叠理论,建立了总投资组合与增量投资组合和现有投资组合的函数表达式。第三个贡献是在现有和增量组合风险重叠后对总风险的控制。它解决了在配置增量投资组合时如何控制和优化总投资组合风险的问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimization Model of Incremental Loan Portfolio based on Risks Overlap of Incremental and Existing Portfolio

This paper establishes the non-linear functional relationship of risk overlap of incremental and existing portfolios. The decision-making model for incremental loan portfolio is based on how total loan portfolio optimization is built. The contributions and characteristics lie in three aspects. The first contribution is to put forward the scientific problem of controlling total portfolio risk based on risk overlapping of incremental and existing portfolios while putting out an incremental portfolio. The whole control of incremental and existing portfolios is the top issue, which not only exploits new idea about optimal allocation and control of financial assets but also alters traditional idea merely considering the risk of incremental portfolios. The second contribution is to establish the non-linear function relation of overlap between incremental and existing portfolios. Based on the theory of non-linear overlap of total portfolio, the function expression connecting total portfolio with incremental and existing portfolios is built. The third contribution is the controlling of total risk after overlapping between the existing and incremental portfolios risk. It solves the problem of how to control and optimize total portfolio risk while allocating an incremental portfolio.

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