Understanding earnings quality - MIT Sloan School of Management
Understanding earnings quality - MIT Sloan School of Management
Understanding earnings quality - MIT Sloan School of Management
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Bid-ask spread: Evidence on the association between <strong>earnings</strong> <strong>quality</strong> and bid ask spreads is mixed<br />
and appears to depend heavily on the EQ proxy. Dechow et al. (1996) find an increase in residual<br />
bid ask spread for AAER firms. Chang et al. (2006) find that SOX requirements concerning<br />
CEO/CFO certifications are associated with lower spreads. Palmrose et al. (2004), however, do not<br />
find evidence <strong>of</strong> a significant change in spreads subsequent to restatements.<br />
There is a negative association between <strong>earnings</strong> predictability and bid-ask spreads (Affleck-<br />
Graves et al., 2002), but a U-shaped relation between smoothness and spreads (Jayaraman, 2008).<br />
The smoothness measure is the difference between <strong>earnings</strong> volatility and cash flow volatility, so the<br />
result suggests that when <strong>earnings</strong> are too smooth relative to cash flows, or much more volatile, then<br />
market prices appear to reflect greater asymmetry.<br />
Beta: Loss reserve revisions <strong>of</strong> P&C insurers as a measure <strong>of</strong> discretionary accruals (Petroni, Ryan,<br />
and Wahlen, 2000) and internal control deficiencies (Ashbaugh-Skaife et al., 2009) are positively<br />
associated with beta.<br />
Accrual <strong>quality</strong> as a priced risk factor: Francis et al. (2005) (FLOS) rank their measure <strong>of</strong> accrual<br />
<strong>quality</strong> (discussed in Section 3.1.1) into quintiles and show variation across the quintiles in the cost<br />
<strong>of</strong> debt (interest to average debt), industry adjusted EP ratios, and betas from CAPM type<br />
regressions. They also calculate the difference in returns each month between the top two quintiles<br />
and the bottom two quintiles and determine whether the AQ factor is priced (has a significant<br />
coefficient):<br />
Rj,m- Rf,m = αj+βj(RM,m- Rf,m)+sjSMBm + hjHMLm + ejAQfactorm + εjm<br />
FLOS find a significant coefficient on ej. When the AQ factor is decomposed into the innate and<br />
discretionary component, they find that the result is driven mainly by the innate component although<br />
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