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AN INITIAL VALUE PROBLEM FOR PARABOLIC MONGE-AMPERE EQUATION FROM INVESTMENT THEORY

机译:基于投资理论的抛物线-安培方程的初值问题

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@@ The author of [1] raised an optimal investment problem in time interval [0, T], in which the financial market is characterized by the parameters r, b, σ, the attitude of the investor to the risk versus the gain at the final time is described by a utility function g(y), the purpose is to find out an optimal portfolio to maximize the profit of the investor. To this end, in [1] the following initial value problem is derived:
机译:@@ [1]的作者在时间间隔中提出了最佳投资问题[0,T],其中金融市场的特征在于参数R,B,σ,投资者对风险的态度与增益相比最终时间由实用程序函数g(y)描述,目的是找出最佳的投资组合,以最大限度地提高投资者的利润。为此,在[1]中,派生以下初始值问题:

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