We consider an optional control problem for a one dimensional Itô diffusion and a stochastic game of optimal stopping associated with it. Their value functions satisfy .... and an optimal control defines a sadddle point for the game. This extends earlier results to the case of bounded variation control and general nonadditive cost functionals in the form of a controlled FBSDE. Our approach uses probabilistic methods such as comparison theorems, and a pathwise construction of policies
In Gapeev and Kühn (2005) [8], the Dynkin game corresponding to perpetual convertible bonds was cons...
Dianetti J. Stochastic singular control: existence, characterization and approximation of solutions ...
A nonzero-sum stochastic differential game problem is investigated for fully coupled forward-backwar...
We consider an optimal control problem for a one-dimensional Itô diffusion and a stochastic game of ...
We consider a bounded variation singular stochastic control problemwith value V, the associated Dynk...
Dianetti J, Ferrari G. Multidimensional Singular Control and Related Skorokhod Problem: Suficient Co...
We study stochastic differential games of jump diffusions driven by Brownian motions and compensated...
We consider a stochastic differential equation that is controlled by means of an additive finite-var...
A Dynkin game is considered for stochastic differential equations with ran-dom coefficients. We firs...
AbstractWe consider an optimal control problem for an Itô diffusion and a related stopping problem. ...
AbstractThe present paper studies the stochastic maximum principle in singular optimal control, wher...
This paper builds a new theoretical connection between singular control of finite variation and opti...
The defining trait of singular perturbation problems in dynamical systems is the degeneracy of the h...
For a controlled stochastic differential equation with a Bolza type performance functional, a variat...
International audienceWe introduce a mixed generalized Dynkin game/stochastic control with -expectat...
In Gapeev and Kühn (2005) [8], the Dynkin game corresponding to perpetual convertible bonds was cons...
Dianetti J. Stochastic singular control: existence, characterization and approximation of solutions ...
A nonzero-sum stochastic differential game problem is investigated for fully coupled forward-backwar...
We consider an optimal control problem for a one-dimensional Itô diffusion and a stochastic game of ...
We consider a bounded variation singular stochastic control problemwith value V, the associated Dynk...
Dianetti J, Ferrari G. Multidimensional Singular Control and Related Skorokhod Problem: Suficient Co...
We study stochastic differential games of jump diffusions driven by Brownian motions and compensated...
We consider a stochastic differential equation that is controlled by means of an additive finite-var...
A Dynkin game is considered for stochastic differential equations with ran-dom coefficients. We firs...
AbstractWe consider an optimal control problem for an Itô diffusion and a related stopping problem. ...
AbstractThe present paper studies the stochastic maximum principle in singular optimal control, wher...
This paper builds a new theoretical connection between singular control of finite variation and opti...
The defining trait of singular perturbation problems in dynamical systems is the degeneracy of the h...
For a controlled stochastic differential equation with a Bolza type performance functional, a variat...
International audienceWe introduce a mixed generalized Dynkin game/stochastic control with -expectat...
In Gapeev and Kühn (2005) [8], the Dynkin game corresponding to perpetual convertible bonds was cons...
Dianetti J. Stochastic singular control: existence, characterization and approximation of solutions ...
A nonzero-sum stochastic differential game problem is investigated for fully coupled forward-backwar...