The Delphi technique: Past, present, and future prospects — Introduction to the special issue

The Delphi technique has been around for over half a century, so now seems a proper time to consider its past, present and future. This introduction characterises the papers in this special Delphi issue, which include both conceptual and empirical works. It summarises the main lessons that have been learned from these for the conduct of the technique, and provides a call for more and better empirical studies in the future.     

Theory and applications of the Delphi technique: A bibliography (1975–1994)

Delphi is a popular, long-range, qualitative forecasting technique that has been extensively applied to a wide variety of problems in different domains. Since the method was conceived in the early 1950s at the Rand Corporation, different variations of Delphi have evolved in an effort to meet the unique forecasting needs of different decision makers. This bibliographic study surveys the literature on the methodology and applications of Delphi over a period of two decades (1975–1994). A total of 463 papers were identified out of which 254 papers treat Delphi as a primary subject while the remaining 209 papers treat Delphi as a secondary subject. The study concludes with a brief commentary on the Delphi technique that may be useful for researchers and practitioners in qualitative forecasting.     

Some recent developments in capital market theory: A survey

This paper surveys some recent developments in the theory of capital markets. Particular emphasis is given to two strands of the literature. The first covers some recent and fundamental extensions to the theory of risk aversion and the demand for risky assets. These papers are concerned with the effect of non-hedgeable background risk on risk attitudes. The important implications for finance are for the size of the risk premium (the equity premium puzzle) and for the demand for and pricing of contingent claims. For example, background risk may help to explain the apparent over-pricing of options on equity indices. The second topic is interest rate term structure models. Stochastic term structure models try to capture the possible future shapes of the term structure of interest rates. This is relevant for the pricing of contingent claims, in particular for the pricing of interest rate derivatives such as American-style swaptions. The paper will survey the most important recent models in the literature, each of which satisfies the fundamental no-arbitrage property. It will discuss the implications of the models for the pricing of both European-style and American-style options.