Rinverse: Difference between revisions
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===Purpose=== | ===Purpose=== | ||
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===Synopsis=== | ===Synopsis=== | ||
:rinv = rinverse(mod,ncomp) | :rinv = rinverse(mod,ncomp) % for PLS or PCR model structures | ||
:rinv = rinverse(p,t,w,ncomp) | :rinv = rinverse(p,t,w,ncomp) % for PLS | ||
:rinv = rinverse(p,t,ncomp) | :rinv = rinverse(p,t,ncomp) % for PCR | ||
:rinv = rinverse(sx,theta) | :rinv = rinverse(sx,theta) % for RR | ||
===Description=== | ===Description=== | ||
This function calculates the pseudo-inverse of a PLS, PCR or Ridge Regression (RR) model, using either a standard model structure, or a series of model parameter arrays. There are four different input cases, depending on the type of model, and whether a standard model structure exists: | |||
====Input Cases==== | |||
For PLS | * For PLS and PCR model structures, the inputs are the model <tt>mod</tt>) and the optional number of factors <tt>ncomp</tt>. | ||
:rinv = rinverse(mod,ncomp); | |||
* For PLS models, the inputs are the loadings <tt>p</tt>, scores <tt>t</tt>, weights <tt>w</tt> and number of LVs <tt>ncomp</tt>. | |||
:rinv = rinverse(p,t,w,ncomp); | |||
rinv = rinverse(p,t,ncomp) | * For PCR models, the inputs are the loadings <tt>p</tt>, scores <tt>t</tt>, and number of PCs <tt>ncomp</tt>. | ||
:rinv = rinverse(p,t,ncomp); | |||
For ridge regression (RR) models, the inputs are the scaled | * For ridge regression (RR) models, the inputs are the scaled x matrix <tt>sx</tt> and ridge parameter <tt>theta</tt>. | ||
:rinv = rinverse(sx,theta). | |||
====Outputs==== | |||
rinv = | * '''rinv''' = pseudo-inverse of model | ||
===See Also=== | ===See Also=== | ||
[[pcr]], [[pls]], [[ridge]], [[stdsslct]] | [[pcr]], [[pls]], [[ridge]], [[stdsslct]] |
Revision as of 10:24, 9 October 2008
Purpose
Calculates pseudo inverse for PLS, PCR and RR models.
Synopsis
- rinv = rinverse(mod,ncomp) % for PLS or PCR model structures
- rinv = rinverse(p,t,w,ncomp) % for PLS
- rinv = rinverse(p,t,ncomp) % for PCR
- rinv = rinverse(sx,theta) % for RR
Description
This function calculates the pseudo-inverse of a PLS, PCR or Ridge Regression (RR) model, using either a standard model structure, or a series of model parameter arrays. There are four different input cases, depending on the type of model, and whether a standard model structure exists:
Input Cases
- For PLS and PCR model structures, the inputs are the model mod) and the optional number of factors ncomp.
- rinv = rinverse(mod,ncomp);
- For PLS models, the inputs are the loadings p, scores t, weights w and number of LVs ncomp.
- rinv = rinverse(p,t,w,ncomp);
- For PCR models, the inputs are the loadings p, scores t, and number of PCs ncomp.
- rinv = rinverse(p,t,ncomp);
- For ridge regression (RR) models, the inputs are the scaled x matrix sx and ridge parameter theta.
- rinv = rinverse(sx,theta).
Outputs
- rinv = pseudo-inverse of model