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Optimal consumption–investment under partial information in conditionally log-Gaussian models
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作者 hideo nagai 《Probability, Uncertainty and Quantitative Risk》 2023年第1期95-120,共26页
Certain Merton type consumption−investment problems under partial information are reduced to the ones of full information and within the framework of a complete market model.Then,specializing to conditionally log−Gaus... Certain Merton type consumption−investment problems under partial information are reduced to the ones of full information and within the framework of a complete market model.Then,specializing to conditionally log−Gaussian diffusion models,concrete analysis about the optimal values and optimal strategies is performed by using analytical tools like Feynman−Kac formula,or HJB equations.The explicit solutions to the related forward-backward equations are also given. 展开更多
关键词 Optimal consumption-investment problem Conditionally log−Gaussian models HJB equations Feynman−Kac formula Forward-backward equations
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