Subjects with AMD at baseline were excluded from the incidence
and progression analyses. The age-specific incidence rates of AMD were
obtained per 10-year age categories by dividing the number of incident
cases by the number of person-years per age category. The latter was
calculated by summing each participant’s contribution of follow-up
time per age category. Confidence intervals of incidence rates were
calculated with the exact method. Age at onset of incident AMD
was set at the midpoint between age at baseline and age at follow-up.
Cumulative incidences were calculated from the incidence rates with the
formula
\[\mathrm{CI}_{t}{=}1-e^{-\mathrm{IR}{_\ast}t}\]
where CI is the cumulative incidence over a period of
t years, IR is the incidence rate, and
e is the
constant 2.71828, which is the base of the natural logarithm. Incidence
of AMD in the contralateral eye of subjects with unilateral AMD at
baseline was analyzed in a separate analysis.
Progression of early ARM stages was studied by logistic regression
analysis with age, gender, baseline stage of ARM and duration of the
follow-up period fixed in the model. In an initial analysis with these
fixed factors, the predictive powers of drusen size and location,
proportion of macular grid area covered by drusen, most frequent drusen
size, largest drusen size, drusen confluence, presence and area of
hyperpigmentation, and presence and area of depigmentation were
assessed. Statistical interaction between macular area of drusen and
hyper- or depigmentation, between hyper- and depigmentation, as well as
between area of drusen and drusen confluence, was studied by entering
the product term of these factors in the model. Determinants or product
terms with a significant odds ratio (OR) were entered in a subsequent
multivariate analysis to determine the independence and magnitude of
prognostic factors.