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This paper shows that a linear process with breaks can mimic autocorrelations and other properties of I(d) processes, where d can be a fraction. Simulation results show that S&P 500 absolute stock returns are more likely to show the "long memory" property because of the presence of breaks in the series rather than an I(d) process. KEY WORDS: Occasional Structural Breaks; Long Memory; Autocorrelation JEL classification: C22 Preliminary, Comments Welcome 2 1. Introduction There have been several works analyzing the long-run properties of stock returns. Granger and Ding (1995a,b) considered long return series, using the well-known Standard and Poor's (S&P) 500 index of about 17,000 daily observations, and established a set of temporal and distributional properties for such series. They suggested that the absolute returns are well characterized by long memory process, but the parameter estimates of the long-memory model sometimes vary considerably from one subseries to the next as show...
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