International transmission of monthly changes in equity values

Our purpose is to answer two questions pertinent to the international transmission of changes in equity values. First, do lead-lag relationships documented in short-horizon (daily) studies continue to hold in longer time (monthly) horizons? Second, does the lead-lag structure remain stable over time? The questions are answered by examining monthly equity returns for nine countries during the 1980s. We find evidence that is somewhat surprising—significant lead-lag relationships among some countries persist in monthly horizons, particularly during the first half of the 1980s. During the second half, the lead-lag relationships are substantially weaker. During the same period, we find that contemporaneous correlations across countries have largely increased, implying greater influence of worldwide factors in determining equity prices.     

RATIONAL TIMING OF CALLS OF CONVERTIBLE PREFERRED STOCKS

Conversion-forcing calls of convertible preferred stocks are re-examined focusing on the value of the conversion option impounded in the preferred price. This amount represents the preferred shareholder wealth potentially transferable to common stockholders. Capture of this wealth underlies the theoretical motivation for calling and forcing conversion as soon as possible. Most of the preferred issues examined exhibit nonpositive average option values throughout all but short periods; hence, no wealth transfer opportunity exists for immediate calls. Issues that exhibit positive option values are called quickly. In contrast to interpretations that have persisted for over fifteen years, our results reveal no substantial delays in calling convertible preferred stocks.     

SOFTWARE REVIEW

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THE DEALERS' PRICE/SIZE QUOTE AND MARKET LIQUIDITY

We model trading in a competitive securities market where informed traders and liquidity traders transact with dealers. The dealers' entire published quote is modeled: bid-ask prices and the number of shares the dealer is willing to buy/sell at these prices (i.e., size quotes). We argue that size quotes are a more informative indicator of market liquidity than the bid-ask spread's adverse-selection component. Moreover, the size quotes reveal several market characteristics that cannot be inferred from the bid-ask spread's adverse-selection component alone. The model generates a number of empirically testable predictions that clarify certain key elements of market liquidity.     

Convertible Preferred Stock Valuation: Tests of Alternative Models

We undertake a comprehensive test of several contingent claim valuation models adapted to callable, convertible preferred stocks employing a sample of 24 issues and over 27,000 daily price observations. To our knowledge, no large-scale tests of these models have been published. The most complete model tested is an extension of the 1970s developments of Ingersoll and of Brennan and Schwartz, allowing for realistic contract features including delayed callability and nonconstant call prices. The mean and the mean absolute pricing errors are approximately –0.18 percent and 5.4 percent, respectively, and this model fits the data substantially better than the simpler alternatives that ignore such features. Thus, the added computational complexity required for the most complete model examined is evidently merited. Moreover, to the extent that the most complete model accurately mirrors reality, the evidence suggests that investors rationally account for many of the complex features imbedded in typical contracts.     

Portfolio Insurance Strategies when Hedging Affects Share Prices

Option-based portfolio insurance can result in coordinated buying and selling, which destabilizes markets such that hedgers fail to achieve their objective. Gennotte and Leland (1990) show portfolio insurance strategies can have an impact on price movements. Ramanlal and Mann (1996) show how price movements, in turn, can alter hedging strategies. In this paper, we combine these separate effects and develop an equilibrium, executable hedging strategy. This hedging strategy requires less rebalancing than traditional portfolio insurance; more important, it achieves downside protection with a less destabilizing impact on security prices.     

Liquidity Trading in Market Microstructure Theory

Liquidity trading is an important component of market microstructure models. In most cases, its role is primarily to ensure existence of equilibrium and therefore that trading occurs among asymmetrically informed agents. While most market microstructure models allege that agents trade based upon rational expectations, the rationality of the type of liquidity trading assumed in these models remains to be verified. Specifically, liquidity traders are often assumed to submit price-inelastic orders for reasons exogenous to the model at hand. But whether price-inelastic trading is consistent with rational utility maximizing behavior remains to be shown.     

Utility maximizing portfolio insurance strategies when hedgers consider the impact of their trading on security prices

Portfolio insurance strategies can destabilize markets to such an extent that they may be counterproductive. Destabilization results when hedgers take share prices as given and follow exogenously specified price-based trading rules. We recognize that such trading rules may not be utility maximizing and that hedging affects share prices. Accordingly, we develop a portfolio insurance strategy where hedgers consider the impact of their trading on prices and endogenize their trading rule which is obtained by maximizing expected utility. Moreover, our strategy does not require the dissemination of information about the extent of portfolio-insurance based hedging activity in the economy.