By Wright W.
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3) represents the monthly rate of return of a security as a linear function of the corresponding rate of return for the market. As such, it provides a means by which the change resulting from changed general market conditions in the return of an individual security can be accounted for and removed from the data. Fama et al. ”8 The residuals (Pjat ) from 5. The symbol Rjt is used in the literature cited above to refer to the “price relative” of securities. 6. Fama et al. (1969), p. 5. 7. Fama et al.
The sample used for this 2. 8) for expected accounting data: ∞ α Pt = a + δ ( AR t − b0 ∑ w i AR t −i ) (b) i =1 ∞ − α (Q R 3 t − c 0 ∑wiQR 3t − i ) + ∆DR t + I t i =1 3. lag (b) one period and multiply by w: ∞ α wPt − 1 = w a + δ (wAR t − 1 − b0 ∞ − α (w Q R δ t − c 0 ∑ w AR t t −i ) i =1 ∑w QR t δt −i ) + w ∆DR t − 1 + wI t − 1 i =1 (c) 4. subtract (c) from (b): α α Pt − wPt − 1 = a - wα + δ ( AR t − b0 w AR t − 1 − wAR t − 1 ) − α (Q R 3 t − c 0 w Q R 3 t − 1 − w Q R 3 t − 1 ) + ∆DR t − w∆DR t − 1 + I δ − wI t − 1 (d) 5.
The new disturbance term b1y + m is not independent of x1 because of the covariance between these variables. 14 accounting procedure will be an underestimate of the true marginal cost. Thus, it is very important that the independent variables be measured accurately. The possibility of measurement errors is intensiﬁed by the number of observations requirement. Short reporting periods increase the necessity for careful classiﬁcation. For example, if a cost caused by production in week 1 is not recorded until week 2, the dependent variable (cost) of both observations will be measured incorrectly.