I show that an important no-arbitrage consistent but costly collateral rental yield contributes to about two-thirds of the standard CIP violations. I measure this yield using two approaches applied to short- and long-term CIP horizons. First, I assume that the yield is observable and proxy it...

There is nothing like a market crash to focus the mind on the importance of risk management and, more specifically, tail risk management. Because tail events are generally systemic in nature and are characterised by elevated correlations and liquidity squeezes, effective tail risk management is...

This article describes how fuzzy logic can be used to make insurance pricing decisions that consistently consider supplementary data, including vague or linguistic objectives of the insurer. The theory of fuzzy logic was developed in the 1970s to improve the accuracy and efficiency of expert...

We study the risk of holding credit default swaps (CDS) in the trading book. In particular, wecompare the Value at Risk (VaR) of a CDS position to the VaR for investing in the respectivefirm’s equity. Our sample consists of CDS – stock price pairs for 86 actively traded firms overthe period...

This is study empirically examine the impact of market conditions on credit spreads asmotivated by recently developed structural credit risk models. Using credit default swap(CDS) spreads, we find that, in the time series, average credit spreads are decreasing inGDP growth rate, but increasing...

This paper investigates the market pricing of subprime mortgage risk on the basis of data forthe ABX.HE family of indices, which have become a key barometer of mortgage marketconditions during the recent financial crisis. After an introduction into ABX index mechanicsand a discussion of...

We develop a new completely affine model of the term structure of interest rates, in which the statevariables evolve as a matrix-valued process of stochastically correlated factors. This setting grants a newelement of flexibility in the simultaneous modeling of stochastic volatilities and...

The effect of model and parameter misspecification on the effectiveness of Gaussian hedging strategies for derivative financial instruments is analyzed, showing that Gaussian hedges in the `natural'' hedging instruments are particularly robust. This is true for all models that imply...

The market model of interest rates specifies simple forward or Libor rates as lognormaly distributed, their stochastic dynamics has a linear volatility function. This model is extended to quadratic volatility which is the product of a quadratic polynomial and a level-independent covariance...

It is well-known that Gaussian hedging strategies are robust in the sense that they always lead to a cost process of bounded variation and that a superhedge is possible if upper bounds on the volatility of the relevant processes are available, cf. El Karoui, Jeanblanc-Picque and Shreve (1998)...