Introduced by Artzner et al. (1998) the axiomatic characterization of a static coherent risk measure was extended by Jouini et al. (2004) in a multi-dimensional setting to the concept of vector-valued risk measures. In this paper, we propose a dynamic version of the vector-valued risk measures in a continuous-time framework. Particular attention is devoted to the choice of a convenient risk space. We provide dual characterization results, we study different notions of time consistency and we give examples of vector-valued risk measure processes.ouinonouirechercheInternationa
AbstractA crucial property for dynamic risk measures is the time consistency. In this paper, a chara...
We introduce the time-consistency concept that is inspired by the so-called principle of optimality ...
Abstract Starting with a time-0 coherent risk measure defined for “value processes”, we also define ...
Introduced by Artzner et al. (1998) the axiomatic characterization of a static coherent risk measure...
Introduced by Artzner, Delbaen, Eber and Heath (1998) the axiomatic charac-terization of a static co...
We define a coherent risk measures as set-valued maps satisfying some axioms. We show that this defi...
The paper deals with the concept of coherent risk measure, in the sense of Artzner, Delbaen, Eber an...
AbstractMonetary measures of risk like Value at Risk or Worst Conditional Expectation assess the ris...
Monetary measures of risk like Value at Risk or Worst Conditional Expectation assess the risk of fin...
We study dynamic monetary risk measures that depend on bounded discrete-time processes describing th...
Assume that the random future evolution of values is modelled in continuous time. Then, a risk measu...
We define (d, n)−coherent risk measures as set-valued maps from L∞d into IRn sat-isfying some axioms...
The article aims to survey recent advancements in risk management field. First a popular quantile-ba...
Continuous-time dynamic convex and coherent risk measures are introduced. To obtain existence of suc...
Continuous-time dynamic convex and coherent risk measures are introduced. To obtain existence of suc...
AbstractA crucial property for dynamic risk measures is the time consistency. In this paper, a chara...
We introduce the time-consistency concept that is inspired by the so-called principle of optimality ...
Abstract Starting with a time-0 coherent risk measure defined for “value processes”, we also define ...
Introduced by Artzner et al. (1998) the axiomatic characterization of a static coherent risk measure...
Introduced by Artzner, Delbaen, Eber and Heath (1998) the axiomatic charac-terization of a static co...
We define a coherent risk measures as set-valued maps satisfying some axioms. We show that this defi...
The paper deals with the concept of coherent risk measure, in the sense of Artzner, Delbaen, Eber an...
AbstractMonetary measures of risk like Value at Risk or Worst Conditional Expectation assess the ris...
Monetary measures of risk like Value at Risk or Worst Conditional Expectation assess the risk of fin...
We study dynamic monetary risk measures that depend on bounded discrete-time processes describing th...
Assume that the random future evolution of values is modelled in continuous time. Then, a risk measu...
We define (d, n)−coherent risk measures as set-valued maps from L∞d into IRn sat-isfying some axioms...
The article aims to survey recent advancements in risk management field. First a popular quantile-ba...
Continuous-time dynamic convex and coherent risk measures are introduced. To obtain existence of suc...
Continuous-time dynamic convex and coherent risk measures are introduced. To obtain existence of suc...
AbstractA crucial property for dynamic risk measures is the time consistency. In this paper, a chara...
We introduce the time-consistency concept that is inspired by the so-called principle of optimality ...
Abstract Starting with a time-0 coherent risk measure defined for “value processes”, we also define ...