law.school.admissions | R Documentation |
Survey among students attending law school in the U.S. in 1991.
data(law.school.admissions)
The data contains 20800 observations and the following variables:
age
, a continuous variable containing the student's age in
years;
decile1
, a continuous variable containing the student's decile
in the school given his grades in Year 1;
decile3
, a continuous variable containing the student's decile
in the school given his grades in Year 3;
fam_inc
, a continuous variable containing student's family
income bracket (from 1
to 5
);
lsat
, a continuous variable containing the student's LSAT
score;
ugpa
, a continuous variable containing the student's
undergraduate GPA;
gender
, a factor with levels "female"
and "male"
;
race1
, a factor with levels "asian"
, "black"
,
"hisp"
, "other"
and "white"
;
cluster
, a factor with levels "1"
, "2"
,
"3"
, "4"
, "5"
and "6"
encoding the tiers of
law school prestige;
fulltime
, a factor with levels "FALSE"
and
"TRUE"
, whether the student will work full-time or part-time;
bar
, a factor with levels "FALSE"
and "TRUE"
,
whether the student passed the bar exam on the first try.
The data set has been pre-processed as in Komiyama et al. (2018), with the following exceptions:
DOB_yr
, the year of birth, has been dropped because it is
(nearly) perfectly collinear with age
, and thus it is redundant;
decile1b
has been dropped because it is (nearly) perfectly
collinear with decile1
, and thus it is redundant.
In that paper, ugpa
is the response variable, age
and
race1
are the sensitive attributes and the remaining variables are
used as predictors.
Sander RH (2004). "A Systemic Analysis of Affirmative Action in American Law Schools". Stanford Law Review, 57:367–483.
data(law.school.admissions)
# short-hand variable names.
ll = law.school.admissions
r = ll[, "ugpa"]
s = ll[, c("age", "race1")]
p = ll[, setdiff(names(ll), c("ugpa", "age", "race1"))]
m = nclm(response = r, sensitive = s, predictors = p, unfairness = 0.05)
summary(m)
m = frrm(response = r, sensitive = s, predictors = p, unfairness = 0.05)
summary(m)
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