Constant proportion portfolio insurance and related topics with empirical study | Zendy

Mingming Wang | Zendy

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Constant proportion portfolio insurance and related topics with empirical study

Author(s) -

Mingming Wang

Publication year - 2012

Language(s) - English

Resource type - Dissertations/theses

DOI - 10.32469/10355/35198

Subject(s) - portfolio insurance , portfolio , constant (computer programming) , econometrics , actuarial science , exponential function , jump diffusion , replicating portfolio , economics , exponential distribution , mathematics , jump , financial economics , portfolio optimization , statistics , computer science , physics , mathematical analysis , programming language , quantum mechanics

The concept of Constant Proportion Portfolio Insurance (CPPI) in terms of jumpdiffusion, as well as the associated mean-variance hedging problem, has been studied. Three types of risk related to: the probability of loss, the expected loss, and the loss distribution are being analyzed. Both the discrete trading time case and the continuous trading time case have been studied. Next, CPPI with stochastic dynamic floors are being discussed. The concept of exponential proportion portfolio insurance is being introduced. Finally CPPI associated with the fractional Brownian market is being studied.

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