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function of both assets. We solve the mean-variance hedging prob- lem completely and prove that the optimal strategy consists …
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, applications are given to the mean-variance hedging problem with random market conditions, and an explicit characterization for the … optimal hedging portfolio is given in terms of the adapted solution of the associated backward stochastic Riccati differential …
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The following backward stochastic Riccati differential equation (BSRDE in short) is motivated, and is then studied. Some properties are presented. The existence and uniqueness of a global adapted solution to a BSRDE has been open for the case D i 6= 0 for more than two decades. Our recent...
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both the classical and the Föllmer-Schweizer hedging case. …
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applied to solve the mean-variance hedging problem with stochastic market conditions. …
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In both complete and incomplete markets we consider the problem of fulfilling a financial obligation xc as well as possible at time T if the initial capital is not sufficient to hedge xc. This introduces a new risk into the market and our main aim is to minimize this shortfall risk by making use...
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function of both assets. We solve the mean-variance hedging prob- lem completely and prove that the optimal strategy consists …
Persistent link: https://www.econbiz.de/10011543484