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| \f0\fs24 \cf0 CodeBook for \'93The PhD Pipeline Initiative Works\'94\ |
| Ryan Brutger 12-2-2022\ |
| \ |
| The following provides the coding rules for the variables used in the analysis\ |
| \ |
| Enrolled: an indicator variable for whether a student had enrolled AND completed the PIPS program when they took the survey (1=yes, 0=no)\ |
| \ |
| Enroll_Sem: \ |
| 0=includes those who did not receive spots in PIPS or who had not yet enrolled in PIPS\ |
| 1=enrolled in spring 2021\ |
| 2= enrolled fall 2021 but had not yet completed PIPS \ |
| \ |
| firstgen: 1= those who self identify as "first generation college student", 0=otherwise\ |
| \ |
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| \ls1\ilvl0\cf0 For the race and ethnicity variables, each is an indicator for whether the respondent self-identified\ |
| with the race or ethnicity identified (respondents could choose more than one) The options were:\ |
| \ |
| {\listtext \uc0\u8226 }American Indian or Alaska Native\ |
| {\listtext \uc0\u8226 }Asian or Asian American\ |
| {\listtext \uc0\u8226 }Black or African American\ |
| {\listtext \uc0\u8226 }Hispanic, Latino, Latina, LatinX\ |
| {\listtext \uc0\u8226 }Middle Eastern or Northern African\ |
| {\listtext \uc0\u8226 }Native Hawaiian or Other Pacific Islander\ |
| {\listtext \uc0\u8226 }White\ |
| {\listtext \uc0\u8226 }Another option (please specify)\ |
| {\listtext \uc0\u8226 }Prefer not to say\ |
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| \cf0 \ |
| Dependent Variables:\ |
| \ |
| Phd_interest: 4=very likely, 3=somewhat likely, 2=somewhat unlikely, 1=very unlikely\ |
| Prep_app: 4=very prepared, 3=somewhat prepared, 2=not very prepared, 1=not prepared at all\ |
| Prep_diversity: 4=very prepared, 3=somewhat prepared, 2=not very prepared, 1=not prepared at all\ |
| Prep_research: 4=very prepared, 3=somewhat prepared, 2=not very prepared, 1=not prepared at all\ |
| Prep_letters: 4=very prepared, 3=somewhat prepared, 2=not very prepared, 1=not prepared at all\ |
| \ |
| The coding for Phd_interest2, Prep_app2, Prep_diversity2, Prep_research2, Prep_letters2 is based on the previously described measured, but it they are dichotomized. If the earlier measure was a 3 or 4, then the dichotomous measure=1, otherwise it equals 0\ |
| } |
