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投资组合优化:风险和资本要求

ABSTRACT第7-8页
摘要第9-18页
List of Abbreviations and Acronyms第18-19页
1 Introduction第19-29页
    1.1 Preface第19页
    1.2 Background of Study and Significance第19-23页
    1.3 Problem Statement and Motivation第23-26页
    1.4 Objectives of the Study第26-27页
    1.5 Organization of the Thesis第27-29页
2 Literature Review第29-63页
    2.1 Markowitz's Mean-Variance Model第29-34页
        2.1.1 Mean-Variance Model with Single Objective第30页
        2.1.2 Mean-Variance Model with Multi-Objective第30-31页
        2.1.3 Efficient Frontier第31-32页
        2.1.4 Critiques of Mean-Variance Model第32-33页
        2.1.5 Later Developments第33-34页
    2.2 Downside Risk Measures-An Alternative to Mean-Variance Model第34-42页
        2.2.1 Roy's Safety-First Principle第35-37页
        2.2.2 Value-at-Risk第37-38页
        2.2.3 Conditional Value-at-Risk第38-42页
    2.3 Real-life Features第42-46页
        2.3.1 Short-Selling and Holding Constraints第43页
        2.3.2 Round Lot Constraints第43页
        2.3.3 Cardinality and Minimum Holding Constraints第43-44页
        2.3.4 Transaction Costs第44-46页
    2.4 Bank Capital Requirements第46-54页
        2.4.1 Bank for International Settlements and Basel Committee第47-48页
        2.4.2 Basel Capital Accords第48-54页
    2.5 Classical Optimization Techniques第54-58页
        2.5.1 Linear Programming第54-55页
        2.5.2 Goal Programming第55-56页
        2.5.3 Nonlinear Programming第56-58页
    2.6 Optimization Under Uncertainty第58-63页
        2.6.1 Stochastic Programming第58-59页
        2.6.2 Chance-Constrained Models第59-63页
3 Mean-Variance with modified Roy's safety-first principle第63-87页
    3.1 General Assumptions第66-67页
    3.2 Model Development第67-79页
        3.2.1 Portfolio Revision第70-71页
        3.2.2 Stable and sparse portfolio第71-75页
        3.2.3 Transformation and solution to the model第75-79页
    3.3 Numerical Example第79-87页
        3.3.1 Results and Remarks第81-87页
4 Meeting capital requirements: A stochastic CRAR chance-constrained approach in aRoy safety-first framework第87-115页
    4.1 Chance constraint with specified distribution第90-93页
    4.2 CreditMetrics approach第93-99页
    4.3 Model Development第99-106页
        4.3.1 Transformation and solution to the multi-objective model第103-106页
    4.4 Numerical Example第106-115页
        4.4.1 Results and Remarks第109-115页
5 Meeting capital requirements:A CRAR chance-constrained robustness approach in aRoy safety-first framework第115-129页
    5.1 Chance constraint with unknown distribution第117-119页
    5.2 CreditMetrics approach第119-121页
    5.3 Model Development第121-123页
        5.3.1 Transformation and solution to the multi-objective model第122-123页
    5.4 Numerical Example第123-129页
        5.4.1 Results and Remarks第126-129页
6 Summary and Prospect第129-133页
    6.1 Conclusion第129-131页
    6.2 Abstract of Innovation Points and Further Studies第131-133页
References第133-145页
Published Academic Articles during PhD period第145-147页
Acknowledgements第147-149页
Author Information第149页

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