This paper considers the problem of determining the optimal sequence of stopping times for a diffusion process subject to regime switching decisions. This is motivated in the economics literature, by the investment problem under uncertainty for a multi-activity firm involving opening and closing decisions. We use a viscosity solutions approach, and explicitly solve the problem in the two regimes case when the state process is of geometric Brownian nature
In industrial applications, the processes of optimal sequential decision making are naturally formul...
We present closed-form solutions to some discounted optimal stopping problems for the running maximu...
We present closed-form solutions to some discounted optimal stopping problems for the running maximu...
24 pagesThis paper considers the problem of determining the optimal sequence of stopping times for a...
This paper studies the optimal switching problem for a general one-dimensional diffusion with multip...
Abstract The issue of making a decision several times and thereby earning a reward is the focus of t...
Abstract. This paper studies an optimal stopping time problem for pricing perpetual American put opt...
This thesis considers several optimal stopping problems motivated by mathematical fi- nance, using t...
This thesis focuses on topics related to regime-switching models. Two main problems are concerned, o...
AbstractThis paper is concerned with a finite-horizon optimal selling rule. A set of geometric Brown...
We consider the optimal portfolio and consumption problem for a jump-diffusion process with regime s...
This thesis studies the optimal timing of trades under mean-reverting price dynamics subject to fixe...
We study the optimal stopping problem proposed by Dupuis and Wang (Adv. Appl. Probab. 34:141–157, 20...
We study the optimal stopping problem proposed by Dupuis and Wang in [9]. In this maximiza- tion pro...
Consider two Brownian motions B1s1 and B2s2, each taking values on an interval [0,ai], i = 1,2, with...
In industrial applications, the processes of optimal sequential decision making are naturally formul...
We present closed-form solutions to some discounted optimal stopping problems for the running maximu...
We present closed-form solutions to some discounted optimal stopping problems for the running maximu...
24 pagesThis paper considers the problem of determining the optimal sequence of stopping times for a...
This paper studies the optimal switching problem for a general one-dimensional diffusion with multip...
Abstract The issue of making a decision several times and thereby earning a reward is the focus of t...
Abstract. This paper studies an optimal stopping time problem for pricing perpetual American put opt...
This thesis considers several optimal stopping problems motivated by mathematical fi- nance, using t...
This thesis focuses on topics related to regime-switching models. Two main problems are concerned, o...
AbstractThis paper is concerned with a finite-horizon optimal selling rule. A set of geometric Brown...
We consider the optimal portfolio and consumption problem for a jump-diffusion process with regime s...
This thesis studies the optimal timing of trades under mean-reverting price dynamics subject to fixe...
We study the optimal stopping problem proposed by Dupuis and Wang (Adv. Appl. Probab. 34:141–157, 20...
We study the optimal stopping problem proposed by Dupuis and Wang in [9]. In this maximiza- tion pro...
Consider two Brownian motions B1s1 and B2s2, each taking values on an interval [0,ai], i = 1,2, with...
In industrial applications, the processes of optimal sequential decision making are naturally formul...
We present closed-form solutions to some discounted optimal stopping problems for the running maximu...
We present closed-form solutions to some discounted optimal stopping problems for the running maximu...