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Nonhomogeneous telegraph processes and their application to financial market modeling


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2007

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Abstract
A nonhomogeneous telegraph process and its application to financial market modeling is discussed. An important role is played by the times of tendency switches, since these times frequently determine future gains and losses of market participants. The financial market model reflects the key point of view and provides it with quantitative estimates. This model is applicable to hedging and investment problems, which comprise the basic subject of modern financial mathematics.
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Finance , Investments , Marketing , Mathematical models , Parameter estimation , Problem solving , Financial mathematics , Market model , Nonhomogeneous telegraphs , Quantitative estimates , Graph theory
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