Add to ORKGWe investigate the existence of solutions of quantum stochastic differential inclusion (QSDI) with some uniqueness properties as a variant of the results in the literature. We impose some weaker conditions on the coefficients and show that under these conditions, a unique solution can be obtained provided the functions are measurable such that their integral is finite
AbstractUnder a more general Lipschitz condition on the coefficients than our consideration in [E.O....
In this paper, we establish results on continuous mappings of the space of the matrix elements of an...
AbstractWe develop a representation free stochastic calculus based on three inequalities (semimartin...
AbstractUnder a more general Lipschitz condition on the coefficients than our consideration in [E.O....
ABSTRACT. We prove that the map that associates to the initial value the set of solutions to the Lip...
AbstractExistence and uniqueness theorems for quantum stochastic differential equations with nontriv...
We introduce the concept of a mild solution of Lipschitzian quantum stochastic differential equatio...
We introduce the concept of a mild solution of Lipschitzian quan-tum stochastic di_erential equation...
We establish further results concerning the existence, uniqueness and stability of weak solutions of...
AbstractExistence and uniqueness theorems for quantum stochastic differential equations with nontriv...
We prove that the map that associates to the initial value the set of solutions to the Lipschitzian ...
Abstract. In this paper we established the existence of solutions of Lower semicontinuous quantum st...
We introduce the concept of a mild solution of Lipschitzian quantum stochastic differential equation...
In this paper, we establish results on continuous mappings of the space of the matrix elements of an...
In this study, we establish existence of solutions of impulsive Quantlllll Stochastic Differential ...
AbstractUnder a more general Lipschitz condition on the coefficients than our consideration in [E.O....
In this paper, we establish results on continuous mappings of the space of the matrix elements of an...
AbstractWe develop a representation free stochastic calculus based on three inequalities (semimartin...
AbstractUnder a more general Lipschitz condition on the coefficients than our consideration in [E.O....
ABSTRACT. We prove that the map that associates to the initial value the set of solutions to the Lip...
AbstractExistence and uniqueness theorems for quantum stochastic differential equations with nontriv...
We introduce the concept of a mild solution of Lipschitzian quantum stochastic differential equatio...
We introduce the concept of a mild solution of Lipschitzian quan-tum stochastic di_erential equation...
We establish further results concerning the existence, uniqueness and stability of weak solutions of...
AbstractExistence and uniqueness theorems for quantum stochastic differential equations with nontriv...
We prove that the map that associates to the initial value the set of solutions to the Lipschitzian ...
Abstract. In this paper we established the existence of solutions of Lower semicontinuous quantum st...
We introduce the concept of a mild solution of Lipschitzian quantum stochastic differential equation...
In this paper, we establish results on continuous mappings of the space of the matrix elements of an...
In this study, we establish existence of solutions of impulsive Quantlllll Stochastic Differential ...
AbstractUnder a more general Lipschitz condition on the coefficients than our consideration in [E.O....
In this paper, we establish results on continuous mappings of the space of the matrix elements of an...
AbstractWe develop a representation free stochastic calculus based on three inequalities (semimartin...