Table 3.

Global Odds Model of bivariate ordinal levels of infarcts assuming constant global odds

Parameter	Model I			Model II
	Estimate	SE	p-value	Estimate	SE	p-value
Global odds parameters
Intercept - Log global odds ratio	1.148	0.167	<.001	1.145	0.13	<.001
Age at death (y)	−0.027	0.02	0.17	−0.028	0.019	0.155
Male vs. female	−0.034	0.275	0.9	---	---	---
Education (y)	0.028	0.037	0.457	---	---	---
Marginal parameters for gross infarcts
Intercept gross (multiple)	−1.683	0.094	<.001	−1.669	0.093	<.001
Intercept gross (single )	−0.742	0.08	<.001	−0.73	0.079	<.001
Age at death years	0.052	0.01	<.001	0.053	0.01	<.001
Male vs. female	0.304	0.132	0.022	0.248	0.126	0.05
Education (y)	−0.026	0.017	0.122	---	---	---
Marginal parameters for microscopic infarcts
Intercept microscopic (multiple)	−2.182	0.11	<.001	−2.146	0.097	<.001
Intercept microscopic (single)	−0.957	0.083	<.001	−0.923	0.066	<.001
Age at death years	0.029	0.01	0.005	0.029	0.01	0.004
Male vs. female	0.112	0.14	0.421	---	---	---
Education (y)	−0.015	0.018	0.418	---	---	---

Age and education covariates in the models were centered so that intercept terms correspond to female participants 88 years old at death with 16 years of formal education.