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SPSS Textbook Examples
Computer-Aided Multivariate Analysis, Afifi, Clark and May
Chapter 12:  Logistic regression

Page 283 The coefficients at the top of the page

get file 'c:\cama4\depress.sav'.
logistic regression cases
 /method = enter age income.
<some output omitted>

Page 283 Figure 12.1  Logistic function for the depression data set

NOTE:  We were unable to reproduce this graph.

Page 285 Table 12.1  Classification of individuals by depression level and sex

crosstabs
 /tables = sex by cases.

Page 286 Odds ratios and coefficients

compute sex1 = sex - 1.
logistic regression cases with sex1.
<some output omitted>

Page 287 Table of coefficients and standard errors

logistic regression cases
 /method = enter age income.
<some output omitted>

Page 288 These numbers are obtained from the output from page 287.

Page 290 Table at the top of the page

compute duminc = 1.
if income >=10 duminc = 0.
compute dumemp = 0.
if employ = 2 dumemp = 1.
if employ = 3 dumemp = 1.
if employ = 7 dumemp = $sysmis.
exe.
logistic cases with duminc dumemp.

<some output omitted>

Page 291 Table in the middle of the page

compute dincemp = duminc*dumemp.
logistic cases with duminc dumemp dincemp.


<some output omitted>

Page 292 bottom of the page

NOTE:  The likelihood ratio chi-square values needed are given in the output for the two models shown above:  16.83-8.6 = 8.23.

Page 298 middle of the page

compute age0 = 0.
if age < 28 age0 = 1.
compute age1 = 0.
if age >=28 and age <= 42 age1 = 1.
compute age2 = 0.
if age >=43 and age <= 58 age2 = 1.
compute age3 = 0.
if age >=59 and age <= 89 age3 = 1.
exe.
logistic cases with age1 age2 age3 income sex.

<some output omitted>

Page 299 Figure 12.2 Estimated coefficients for age quartiles by midpoint of the quartile

data list list
 /coef newage.
begin data.
0 22.5
.0747259 35
-.5706276 50.5
-.8853103 74
end data.
igraph
 /x1 = var(newage) type=scale(min=20 max = 80)
 /y = var(coef) type = scale(min=-1 max=0.5)
 /line(mean) key=off style=dotline.

Page 302 Figure 12.3 Delta beta measures to assess the influence of individual patterns on estimated coefficients

NOTE:  We have skipped this graph for now.

Page 303 Table 12.2 Percent change in estimated parameters when including and excluding influential patterns

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Page 304 Table 12.3 Estimated probability of being a case (p-hat) for five influential observations

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Page 305 Figure 12.4 Delta chi-square measure to assess influence of pattern on overall fit with symbol size proportional to delta beta

NOTE:  We have skipped this graph for now.

Page 307 Figure 12.5  Percentage of individuals correctly classified by logistic regression

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Page 307 Figure 12.6  ROC curve from logistic regression for the depression data set

NOTE:  We have skipped this graph for now.


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