March 1999
Beginner to intermediate
302 pages
7h 37m
English
Let’s start with the 2 × 2 table we analyzed in Chapter 4 (reproduced here as Table 10.1), which shows sentence by race for 147 death penalty cases. How can we represent this by a loglinear model?
| Blacks | Nonblacks | Total | |
| Death | 28 | 22 | 50 |
| Life | 45 | 52 | 97 |
| Total | 73 | 74 | 147 |
Let’s consider the table in more general form as
| m11 | m12 |
| m21 | m22 |
where mij is the expected number of cases falling into row i and column j. What I mean by this is that if n is the sample size and pij is the probability of falling into cell (i, j), then mij=npij.
There are a couple of different but equivalent ways of writing a loglinear model for these four frequency counts. The way I’m going to do it is consistent ...
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