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Numerical methods for the quadratic hedging problem in Markov models with jumps
Quadratic hedging Hamilton-Jacobi-Bellman equation Markov jump processes Par-tial integro-di erential equation Holder spaces electricity markets discretization schemes for PIDE.
2012/9/14
We develop algorithms for the numerical computation of the quadratic hedging strategy in incomplete markets modeled by pure jump Markov process. Using the Hamilton-Jacobi-Bellman approach, the value f...
The Fundamental Theorem of Asset Pricing, the Hedging Problem and Maximal Claims in Financial Markets with Short Sales Prohibitions
The Fundamental Theorem Asset Pricing Hedging Problem
2011/1/4
This paper consists of two parts. In the first part, by building on the work of Jouini and Kallal in [26], Sch\"urger in [37], Frittelli in [15], Pham and Touzi in [34] and Napp in [33], we prove the ...
The Fundamental Theorem of Asset Pricing, the Hedging Problem and Maximal Claims in Financial Markets with Short Sales Prohibitions
Fundamental Theorem of Asset Pricing Hedging Problem Maximal claims Supermartingale
2011/3/2
This paper consists of two parts. In the first part, by building on the work of Jouini
and Kallal in [26], Sch¨urger in [37], Frittelli in [15], Pham and Touzi in [34] and Napp in [33], we prove the ...
A general stochastic target problem with jump diffusion and an application to a hedging problem for large investors
stochastic target problem jump diffusion hedging problem large investors
2009/3/23
Let Z(t,z) be a Rd-valued controlled jump diffusion starting from the point z at time t. The aim of this paper is to characterize the set V(t) of initial conditions z such that Z(t,z) can be driven in...
