Description Arguments Author(s) See Also
An monet
object is created with greedy
,
dualgreedy
, interchange
or
maxentropy
.
The object only contains indices of the rows/columns of the given covariance matrix A.
Indices of fixed stations start with 1, indices of fixed and eligible stations are not mixed, i.e. the last ne stations are the eligible ones, the first nf are the fixed ones.
The solution contains the indices counted absolute within all stations.
depending on the specific method
more fields may exist, see
apropriate help pages. All objects at least contain:
A |
covariance matrix of all stations |
na |
Number of all stations. |
nf |
Number of stations that are forced into every feasible solution. |
ns |
Number of stations that have to be added to the existing network. |
ne |
Number of eligible stations. |
method |
One of |
S |
selected subset of the eligible points, use
|
det |
determinant of selected covariance matrix |
C. Gebhardt
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