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Optimal Hedging Strategies With an Application to Hedge Fund Replication: Wilmott Magazine Article
Alexandre Hocquard, Nicolas Papageorgiou & Bruno Rémillard 95 Views

The derivation of the bivariate Payoff Distribution model by Kat and Palaro (2005) represents an interesting contribution to the performance evaluation and asset pricing literature. Nonetheless, their approach for evaluating the function is significantly flawed. Recently, Papageorgiou et al. (2007) have proposed a much more robust approach to modeling the marginal distributions and copula functions, and also extend the results of Schweizer (1995) to evaluate the model and derive an optimal dynamic trading (hedging) strategy. In this paper, we will discuss the technical challenges of implementing a multivariate extension of Dybvig (1988) model and discuss the possible solutions.


xVA - Coping with the Tsunami of Compute Load
Jorg Lotze and Hicham Lahlou

 

This article gives an overview of the different xVA adjustments, such as CVA, DVA, and FVA, shows how they are typically computed, and outlines where the computational complexities lie. We give recommendations on how to achieve high performance, portability, and scalability for centralised in-house xVA implementations. We show how, by careful software design, we can easily harness, not only the power of multi-core CPUs, but also accelerator co-processors such as graphic processing units (GPUs) and the Intel Xeon Phi.


Space-time Finance (Full Version) : Relativity Theory's Implications for Mathematical Finance
Espen Haug: The Collector 4921 Views

Little or nothing is written about relativity theory in relation to mathematical finance. I will here explore relativity theory's implications for mathematical finance.

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