This paper aims at measuring the loss in the value of a firm due to the gamble for resurrection, in a standard contingent claims model. Just before a debt repayment is due, the equityholders of a levered firm can decide to shut the firm down or to keep it as an ongoing concern. We study how leverage affects the operating decision and we provide a closed form formula for the associated agency co...

The correct modeling of default dependence is essential for the valuation of multiname credit derivatives. However for the pricing of synthetic CDOs a one-factor Gaussian copula model with constant and equal pairwise correlations, default intensities and recovery rates for all assets in the reference portfolio has become the standard market model. If this model were a reflection of market opini...

In an exchange economy under uncertainty populated by multiple consumers, we how the heterogeneity in the individual consumers’ subjective beliefs affect the representative consumer’s utility function. We derive a formula that indicates that the more heterogeneous the individual consumers’ beliefs are, the higher probabilities the representative consumer’s belief attaches to extreme events that...

This paper examines the impact of anticipated and unanticipated monetary policy announcements, of the Bank of England’s Monetary Policy Committee on UK sectoral stock returns. The monetary policy shock is generated from the change in the three-month sterling LIBOR futures contract. Using a panel GMM estimator we find that both the expected and unexpected components of monetary changes are signi...

I evaluate a bank’s incentives to implement a risk sensitive regulatory capital rule. The decision making is analyzed within a real options framework where optimal policies are derived in terms of threshold levels of risk. The bank’s customers, lenders, and other outsiders may influence the optimal decision. Outsiders may make it optimal for the bank to implement the risk sensitive rule earlier...

We use futures instead of forward rates to study the complete maturity spectrum of the forward premium puzzle from two days to six months. At short maturities the slope coefficient is positive, but these turn negative as the maturity increases to the monthly level. Futures data allow us to control for the influence of an unobserved factor that can be decomposed into a contract-specific and a ti...

Dividend enhanced convertible stocks (DECS) represent redeemable convertible preferred stocks mandated to convert in four years. DECS are designed to meet the needs of incomeoriented investors, who give up some upside capital appreciation potential over four years in exchange for enhanced preferred dividends. A simple contingent claims pricing model for the valuation of DECS is presented in thi...

By means of classical Itô’s calculus we decompose option prices as the sum of the classical Black-Scholes formula with volatility parameter equal to the root-mean-square future average volatility plus a term due by correlation and a term due to the volatility of the volatility. This decomposition allows us to develop …rst and second-order approximation formulas for option prices and implied vol...

This paper extends the stationary-leverage-ratio model to incorporate a time-dependent target leverage ratio. The theoretical hypothesis of the existence of a time-dependent target leverage ratio reflects the movement of a firm’s initial target ratio toward a long-term target ratio over time. Using some simple scenarios about the time-dependence of the target leverage ratio, the numerical resul...