Table 4.
Model 1 |
Model 2 |
Model 3 |
||||
---|---|---|---|---|---|---|
Independent Variables | b | se | b | se | b | se |
Latino | 32.2852 * | 14.7079 | 24.4690 | 16.3764 | 47.8518 † | 24.5006 |
Non-Latino Black | 74.8391 ** | 24.9314 | 66.3391 ** | 23.0889 | 93.5397 ** | 34.6657 |
Non-Latino Asian | −19.5604 * | 8.4280 | −11.6381 | 10.3606 | −20.5386 * | 9.5897 |
Non-Latino White | reference | reference | reference | |||
Education | −2.4448 | 1.7318 | −1.7577 | 1.6511 | ||
Family Income (in $1000’s) | −.2044 *** | .0528 | −.0611 | .0427 | ||
Interactions | ||||||
Income × Latino | −.5827 * | .2959 | ||||
Income × NL Black | −.9248 * | .4641 | ||||
Income × NL Asian | .0774 | .0610 | ||||
Year of observation (1990=0) | −1.9545 | 3.3246 | −1.7685 | 3.2818 | −1.5917 | 3.2238 |
Constant | 88.3111 *** | 27.2076 | 129.2168 ** | 48.3672 | 110.9511 * | 44.0266 |
Lambda | −30.4127 ** | 10.5578 | −28.9559 ** | 10.5092 | −28.1464 ** | 10.2368 |
Log Likelihood | −132407.60 | −132406.10 | −132404.00 |
Note. - Models estimated with maximum-likelihood Heckman selection using regressors shown in Table 3 in selection equation. N of uncencored observations = 13,297; N of censored observations = 33,173; N of observations total = 46,470; N of persons = 12,763.
<.10.
p<.05.
p<.01.
p<.001.