Distslct: Difference between revisions
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DISTSLCT first identifies a sample in the ''M'' by ''N'' data set x furthest from the data set mean. Subsequent samples are selected to be simultaneously the furthest from the mean and the selected samples for a total of nosamps selected samples. DISTSLCT calls STDSSLCT to find the number of samples up to the rank of the data and uses a distance measure to find additional samples if nosamps>rank(x). | DISTSLCT first identifies a sample in the ''M'' by ''N'' data set x furthest from the data set mean. Subsequent samples are selected to be simultaneously the furthest from the mean and the selected samples for a total of nosamps selected samples. DISTSLCT calls STDSSLCT to find the number of samples up to the rank of the data and uses a distance measure to find additional samples if nosamps>rank(x). | ||
Optional intput tells DISTSLCT how many samples STDSLCT should estimate when nosamps>''N'': | Optional intput tells DISTSLCT how many samples STDSLCT should estimate when nosamps>''N'': | ||
* 1 = STDSLCT selectes ''N''-1, or | * '''1''' = STDSLCT selectes ''N''-1, or | ||
* 2 = STDSLCT selects ''N'' {default}. | * '''2''' = STDSLCT selects ''N'' {default}. | ||
Output isel is a vector of length nosamps containing the indices of the selected samples. | Output isel is a vector of length nosamps containing the indices of the selected samples. | ||
This routine is used to initialize the selection of samples in the DOPTIMAL function. Altough it does not satisfy the d-optimality condition, it is an alternative to doptimal that does not require an inverse or calculation of a determinant. | This routine is used to initialize the selection of samples in the DOPTIMAL function. Altough it does not satisfy the d-optimality condition, it is an alternative to doptimal that does not require an inverse or calculation of a determinant. | ||
===See Also=== | ===See Also=== | ||
[[doptimal]], [[stdsslct]] | [[doptimal]], [[stdsslct]] | ||
Revision as of 19:56, 2 September 2008
Purpose
Select samples on the exterior of a data space based on a Euclidean distance.
Synopsis
- isel = distslct(x,nosamps,flag)
Description
DISTSLCT first identifies a sample in the M by N data set x furthest from the data set mean. Subsequent samples are selected to be simultaneously the furthest from the mean and the selected samples for a total of nosamps selected samples. DISTSLCT calls STDSSLCT to find the number of samples up to the rank of the data and uses a distance measure to find additional samples if nosamps>rank(x). Optional intput tells DISTSLCT how many samples STDSLCT should estimate when nosamps>N:
- 1 = STDSLCT selectes N-1, or
- 2 = STDSLCT selects N {default}.
Output isel is a vector of length nosamps containing the indices of the selected samples. This routine is used to initialize the selection of samples in the DOPTIMAL function. Altough it does not satisfy the d-optimality condition, it is an alternative to doptimal that does not require an inverse or calculation of a determinant.