Table 3.
Stock returns in the downmarket
Group | n | t test | Ranksum test | |||
---|---|---|---|---|---|---|
Mean | Std. Error | Std. deviation | Ranksum | Expected | ||
Panel A: firms with a decrease in implied growth wa | ||||||
No decrease w | 114 | − 33.34 | 1.14 | 12.22 | 28,189 | 23,142 |
Decrease w | 291 | − 39.98 | 0.81 | 13.79 | 54,026 | 59,073 |
Combined | 405 | − 38.12 | 0.68 | 13.68 | 82,215 | 82,215 |
Difference | 6.64 | 1.4 | Prob. > z = 0.0000 | |||
t value = 4.74 | z = 4.76 | |||||
Panel B: firms with an increase in discount rate kb | ||||||
No decrease w | 268 | − 39.84 | − 0.87 | 14.27 | 50,494 | 54,404 |
Decrease w | 137 | − 34.74 | 1.01 | 11.78 | 31,721 | 27,811 |
Combined | 405 | − 38.12 | 0.68 | 13.68 | 82,215 | 82,215 |
Difference | − 5.1 | 1.33 | Prob. > z = 0.0005 | |||
t value = −3.83 | z = − 3.51 |
aThis panel shows the test for equal means of stock returns using a two-sided Student t test and a Wilcoxon ranksum test. A dummy variable taking the value of one is used for those firms with a decrease in implied growth w (Δw < 0) as computed by the Gordon (1959) formula, zero otherwise
bThis panel shows the test for equal means of stock returns using a two-sided Student’s t test and a Wilcoxon ranksum test. A dummy variable taking the value of one is used for those firms with an increase in discount rate k (Δk > 0) as computed by the Gordon (1959) formula, zero otherwise