We derive a representation for dynamic capital allocation when the underlying asset price process includes extreme random price movements. Moreover, we consider the representation of dynamic risk measures defined under Backward Stochastic Differential Equations (BSDE) with generators that grow quadratic-exponentially in the control variables. Dynamic capital allocation is derived from the differentiability of BSDEs with jumps. The results are illustrated by deriving a capital allocation representation for dynamic entropic risk measure and static coherent risk measure.http://www.tandfonline.com/loi/lsta202021-05-23hj2020Mathematics and Applied Mathematic
Most previous contributions to BSDEs, and the related theories of nonlinear expectation and dynamic ...
In the context of complete financial markets, we study dynamic measures of the form \[ \rho(x;C):=\s...
This paper provides a general framework for analyzing optimal dynamic asset allocation problems in e...
In this short paper we provide a new representation result for dynamic capital al-locations and dyna...
In this thesis, we study the representation of dynamic risk measures based on backward stochastic d...
In this paper, we study capital allocation for dynamic risk measures, with an axiomatic approach but...
In this paper, we study the dynamic risk measures for processes induced by backward stochastic diffe...
This thesis studies financial risk measures which dynamically assign a value to a risk at a future d...
Using backward stochastic difference equations (BSDEs), this paper studies dynamic convex risk measu...
International audienceIn the Brownian case, the links between dynamic risk measures and BSDEs have b...
We consider dynamic risk measures induced by backward stochastic differential equations (BSDEs) in a...
Risk measure is a fundamental concept in finance and in the insurance industry. It is used to adjust...
A backward stochastic differential equation (BSDE) approach is used to evaluate convex risk measures...
The paper provides an axiomatic characterization of dynamic risk measures for multi-period financial...
Abstract. We consider an incomplete market with general jumps in the given price process S of a risk...
Most previous contributions to BSDEs, and the related theories of nonlinear expectation and dynamic ...
In the context of complete financial markets, we study dynamic measures of the form \[ \rho(x;C):=\s...
This paper provides a general framework for analyzing optimal dynamic asset allocation problems in e...
In this short paper we provide a new representation result for dynamic capital al-locations and dyna...
In this thesis, we study the representation of dynamic risk measures based on backward stochastic d...
In this paper, we study capital allocation for dynamic risk measures, with an axiomatic approach but...
In this paper, we study the dynamic risk measures for processes induced by backward stochastic diffe...
This thesis studies financial risk measures which dynamically assign a value to a risk at a future d...
Using backward stochastic difference equations (BSDEs), this paper studies dynamic convex risk measu...
International audienceIn the Brownian case, the links between dynamic risk measures and BSDEs have b...
We consider dynamic risk measures induced by backward stochastic differential equations (BSDEs) in a...
Risk measure is a fundamental concept in finance and in the insurance industry. It is used to adjust...
A backward stochastic differential equation (BSDE) approach is used to evaluate convex risk measures...
The paper provides an axiomatic characterization of dynamic risk measures for multi-period financial...
Abstract. We consider an incomplete market with general jumps in the given price process S of a risk...
Most previous contributions to BSDEs, and the related theories of nonlinear expectation and dynamic ...
In the context of complete financial markets, we study dynamic measures of the form \[ \rho(x;C):=\s...
This paper provides a general framework for analyzing optimal dynamic asset allocation problems in e...