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Please use this identifier to cite or link to this item: https://nccur.lib.nccu.edu.tw/handle/140.119/60047

Title:	控制多期下檔風險之委外投資組合管理 Controlling the Multi-Period Downside Risks in Delegated Portfolio Management
Authors:	蔡漢璁 Cai, Han Cong
Contributors:	張士傑蔡漢璁 Cai, Han Cong
Keywords:	代理問題下檔投資風險最適資產配置最低保證風險趨避程度 Agency Problem Downside Risk Optimal Asset Allocation Minimum Guarantee Degree of Risk Aversion
Date:	2010
Issue Date:	2013-09-04 15:01:11 (UTC+8)
Abstract:	已開發國家中，無論個人或是法人所擁有之財富大多透過金融中介機構管理，因此，財富委由他人管理衍生出現代資本市場中重要的委託關係。委託人與基金管理人產生委任契約時，也必然產生代理問題，即雙方利益不一致所額外增加的成本。為降低代理成本，於委任合約加入對管理人下檔投資風險的要求成為降低代理成本的重要機制。本研究因此探討當基金管理人面對契約存在最低報酬要求時，如何進行最適資產配置決策，並同時分析下檔風險限制改變時對管理人投資行為的影響。研究結果顯示，委任合約增加經理人最低保證收益時，基金管理人傾向增加持股，而經理人風險趨避程度增加時，將減少風險性股票資產，進而持有債券；如果投資目標收益於受委託期間皆不改變，將造成經理人持有債券組合以規避下檔風險，同時卻喪失追求資本利得。 In most developed countries, financial wealth is not managed directly by the investors, but through a financial intermediary. Hence, the delegated portfolio management is one of the most important principal-agency relationships in the current economy. In addition to that, the principal-agency relationships between the investor and portfolio manager must produce agency cost. In order to reduce these costs, the mandates in the contract become an important factor in reducing the principal-agent problem in a delegated portfolio management framework. In this research, we study how fund managers do asset allocation when they face some guaranteed returns and the relationships between the choices of mandates and the behavior of fund managers. We suppose that the objective of the delegated fund managers is to maximize the expected utility of wealth of the long-term fund at the end of each period and fund managers also have to fulfill some constrains given at the beginning. Finally, we explain how fund managers do optimal asset allocation by our model and some numerical analysis.
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Description:	碩士國立政治大學風險管理與保險研究所 98358009 99
Source URI:	http://thesis.lib.nccu.edu.tw/record/#G0098358009
Data Type:	thesis
Appears in Collections:	[Department of Risk Management and Insurance] Theses

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