Selection of an optimal portfolio with stochastic volatility and discrete observations

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Abstract

We give a numerical method to calculate the optimal self-financing portfolio of stock and risk-free asset to maximize the wealth's expected future utility, in the case of stochastic volatility and discrete observations: the portfolio stock allocation is only allowed to change discretely in time at fixed time intervals. We use a particle-filtering and Monte-Carlo-type algorithm, which we implement forward in time in the case of power utility.

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APA

Batalova, N. V., Maroussov, V., & Viens, F. G. (2006). Selection of an optimal portfolio with stochastic volatility and discrete observations. In WIT Transactions on Modelling and Simulation (Vol. 43, pp. 371–380). https://doi.org/10.2495/CF060361

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