Description Usage Arguments Details Value Note See Also
Constructor for GeoStrata
objects.
1 |
geos |
a |
n.groups |
number of groups. At least 2 and at most the number of geos. |
group.ratios |
(integer vector of length n.groups) vector of ratios of
the sizes of each group. By default each group is assumed to have equal
ratios. The sum of these numbers also imply the size of a stratum. For
example, |
GeoStrata
objects are used for (stratified) randomization of
geos into groups. The geos are sorted by their 'volume' (definable by the
user) and then divided into strata of size n.groups (column 'stratum').
This object has also a column geo.group
, which offers the possibility to
fix certain geos to certain groups. By default, this column is filled with
NA
s, indicating that none of the geos are mapped to any groups. The
randomization itself is done by the method Randomize
.
Any individual geo -> geo.group mappings should be fixed by using the
SetGeoGroup<-
method on a GeoStrata
object.
A stratum number 0
indicates a geo that is excluded from the scheme
stratification. Any geo that is mapped to group 0
will have stratum
number 0
; for example if geo 2
was omitted (geo.groups were
NA, 0, NA, NA, NA, ...
) with group.ratios c(2, 1)
, the strata
would be assigned as 1, 0, 1, 1, 2, 2, 2, 3, 3, 3, 4, ...
Setting group.ratios
to some other value than the default
1,1,...
enables creating groups that have different sizes. The
stratum size is then determined by the sum of the number in
group.ratios
. For example, group.ratios=c(1, 2)
implies a
ratio of 1:2. Each stratum has size 3; the 3 geos in this stratum are
assigned a random sample with replacement from the set
1,2,2
. Similarly, c(3, 1)
implies that group 1 will be on
average 3 times as large as group 2.
A GeoStrata
object that inherits from Geos
. There is
an extra column stratum
that indicates the stratum number to be used
in randomization, and column geo.group
for fixing the geo-to-group
mapping.
The ratios do not have to be normalized to have greatest common
divisor 1. For example, c(4, 2)
implies that the ratio of group sizes is 2:1
but the stratum size is 4 + 2 = 6.
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