The Stochastic Discount Factor (SDF) methodology is a general and convenient framework for asset pricing. SDF encapsulates all the modeling uncertainties and its advantage is that we do not require the knowledge of investors' preferences. Suitable specification of SDF is, therefore, critical. It...

In this paper we consider two new independent variables as inputs to the Taylor Rule. These are the equity and housing momentum variables and are introduced to investigate the potential usefulness of these two variables in guiding the Fed to lean against potential bubbles. Such effectiveness...

We investigate the characteristic of implied volatility in CDS market and its relationship with stock market within European area. The comprehensive analysis show that stock market weakly leads CDS market on daily changes but for implied volatility, the stock market leads CDS market, and VECM...

In this paper, we decompose credit default swap (CDS) spreads into a transitory component and a persistent component and test how these components are affected by the theoretical explanatory variables. We use three benchmark iTraxx Europe indices of two different maturities (5 and 10 years) and...

We represent credit spreads across ratings as a function of common unobservable factors of the mean-reverting normal (Vasicek) form. Using a state-space approach we estimate the factors, their process parameters, and the exposure of each observed credit spread series to each factor. We find that...

We represent credit spreads across ratings as a function of common unobservable factors of the mean-reverting normal (Vasicek) form. Using a state-space approach we estimate the factors, their process parameters, and the exposure of each observed credit spread series to each factor. We find that...

The volatility structure of 90-day bill futures traded on the the Sydney Futures Exchange is analysed within the framework of the Heath-Jarrow-Morton model. The method involves characterisation of the transition probability density function for the forward rate process represented by the...

A fairly flexible functional form for the forward rate volatility is applied in the Heath-Jarrow-Morton model of the term structure of interest rates to reduce the system dynamics to Markovian form. The resulting stochastic dynamic system is cast into a form suitable for estimation by use of...

Hedging interest rate exposures using interest rate futures contracts requires some knowledge of the volatility function of the interest rates. Use of historical data as well as interest rate options like caps and swapoptions to estimate this volatility function, have been proposed in the...

A class of volatility functions for the forward rate process is considered, which allows the bond price dynamics in the Heath-Jarrow-Morton (HJM) framework to be reduced to a finite dimensional Markovian system. The use of this Markovian system in estimation of parameters of the volatility...