Tyt. z nagłówka.Bibliogr. s. 559-560.We consider the problem of an optimal consumption strategy on the infinite time horizon based on the hyperbolic absolute risk aversion utility when the interest rate is an Ornstein-Uhlenbeck process. Using the method of subsolution and supersolution we obtain the existence of solutions of the dynamic programming equation. We illustrate the paper with a numerical example of the optimal consumption strategy and the value function.Dostępny również w formie drukowanej.KEYWORDS: stochastic control, interest rate model, optimal consumption, HJB equation
This paper derives the explicit solution of a dynamic stochastic optimal consumption problem for inf...
We reconsider the optimal consumption choice of investors who do not tolerate any decline in their c...
This paper derives the explicit solution of a dynamic stochastic optimal consumption problem for inf...
A portfolio optimization problem on an infinite-time horizon is considered. Risky asset prices obey ...
We consider an optimal consumption and investment model in continuous time, which is an extension of...
We develop stochastic optimal control methods for spread financial markets defined by the Ornstein-U...
This paper investigates the optimal investment and consumption problem in a continuous-time financia...
We consider a portfolio optimization problem which is formulated as a stochastic control problem. Ri...
We consider a spread financial market defined by the Ornstein-Uhlenbeck (OU) process. We construct t...
This paper considers the issue of optimal investment and consumption strategies for an investor with...
文章考虑有限期限上的最优投资消费问题.风险资产服从几何布朗运动,利率服从一个遍历的MArkOV过程.目标是累积消费和终值财富贴现的幂效用期望最大化.利用动态规划原理推导出值函数所满足的HJb方程,并利...
This paper provides new insights into the solution of optimal stochastic control problems by means o...
We analyse an optimal portfolio and consumption problem with stochastic factor and delay over a fini...
© 2017 Society for Industrial and Applied Mathematics. The classical optimal investment and consumpt...
We consider the continuous time consumption-investment problem originally formalized and solved by M...
This paper derives the explicit solution of a dynamic stochastic optimal consumption problem for inf...
We reconsider the optimal consumption choice of investors who do not tolerate any decline in their c...
This paper derives the explicit solution of a dynamic stochastic optimal consumption problem for inf...
A portfolio optimization problem on an infinite-time horizon is considered. Risky asset prices obey ...
We consider an optimal consumption and investment model in continuous time, which is an extension of...
We develop stochastic optimal control methods for spread financial markets defined by the Ornstein-U...
This paper investigates the optimal investment and consumption problem in a continuous-time financia...
We consider a portfolio optimization problem which is formulated as a stochastic control problem. Ri...
We consider a spread financial market defined by the Ornstein-Uhlenbeck (OU) process. We construct t...
This paper considers the issue of optimal investment and consumption strategies for an investor with...
文章考虑有限期限上的最优投资消费问题.风险资产服从几何布朗运动,利率服从一个遍历的MArkOV过程.目标是累积消费和终值财富贴现的幂效用期望最大化.利用动态规划原理推导出值函数所满足的HJb方程,并利...
This paper provides new insights into the solution of optimal stochastic control problems by means o...
We analyse an optimal portfolio and consumption problem with stochastic factor and delay over a fini...
© 2017 Society for Industrial and Applied Mathematics. The classical optimal investment and consumpt...
We consider the continuous time consumption-investment problem originally formalized and solved by M...
This paper derives the explicit solution of a dynamic stochastic optimal consumption problem for inf...
We reconsider the optimal consumption choice of investors who do not tolerate any decline in their c...
This paper derives the explicit solution of a dynamic stochastic optimal consumption problem for inf...