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Table 2 Results of logistic regression analysis of access to housing subsidies and supportive housing

From: Access to housing subsidies, housing status, drug use and HIV risk among low-income U.S. urban residents

 

Access to housing subsidy

(n = 346)b

Access to supportive housing

(n = 337)c

Predictor a

Odds Ratio

95% Wald Confidence Limits

Wald Chi-Square d

Pr > ChiSq

Odds Ratio

95% Wald Confidence Limits

Wald Chi-Square d

Pr > ChiSq

Drug Use

0.94

0.55 - 1.60

0.06

.82

0.60

0.33 - 1.10

2.77

.096

Female

2.68

1.52 - 4.72

11.63

.0006

0.74

0.38 - 1.45

0.76

.38

Education

0.85

0.58 - 1.24

0.71

.40

1.16

0.75 - 1.78

0.44

.51

African-American

2.41

1.01 - 5.79

3.89

.049

1.98

0.71 - 5.55

1.69

.19

Latino

1.72

0.72 - 4.08

1.50

.22

1.60

0.56 - 4.56

0.78

.38

Monthly Income ($100s)

1.07

1.01 - 1.14

4.49

.034

1.03

0.96 - 1.11

0.64

.42

Told have HIV/AIDS by doctor

2.00

1.13 - 3.54

5.63

.018

5.15

2.75 - 9.66

26.13

<.0001

Mental Illness

1.34

0.79 - 2.27

1.21

.27

1.84

1.00 - 3.39

3.84

.049

Criminal Conviction

3.43

0.45 - 26.4

1.40

.24

0.21

0.01 - 3.58

1.16

.28

Time Convicted

0.76

0.44 - 1.31

0.99

.32

1.37

0.65 - 2.89

0.69

.41

  1. a Predictors: drug use, female, African-American, Latino, told have HIV/AIDS by doctor, mental illness and criminal conviction are coded Yes = 1 and No = 0; education is coded "Less than high school diploma" = 1, "High school diploma or GED" = 2 and "More than high school diploma" = 3; and time convicted is coded "No time served" = 0, "One to 6 days" = 1, "One week or more but less than a month" = 2, "One month or more but less than one year" = 3 and "One year or longer" = 4).
  2. b Access to housing subsidy (coded yes, n = 92; no, n = 254). Hosmer and Lemeshow Goodness-of-Fit Test Chi-Square = 4.37, df = 8. p = .82.
  3. c Access to supportive housing (coded yes, n = 67; no, n = 270). Hosmer and Lemeshow Goodness-of-Fit Test Chi-Square = 7.01, df = 8. p = .53.
  4. d PROC Logistic (SAS v9.2, SAS Institute)--Logistic regression--was used to fit logistic regression models to data.