29.07.2014 Views

User's Guide to lqa - LMU

User's Guide to lqa - LMU

User's Guide to lqa - LMU

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

6<br />

Name Description getpenmat() first.derivative()<br />

ridge ridge penalty x<br />

penalreg<br />

correlationbased<br />

penalty<br />

lasso lasso penalty x<br />

adaptive.lasso adaptive lasso x<br />

x<br />

+ a.coefs()<br />

fused.lasso fused lasso x<br />

oscar oscar x<br />

scad scad x<br />

weighted.fusion weighted fusion x<br />

bridge bridge x<br />

enet Elastic net x<br />

genet<br />

icb<br />

licb<br />

ao<br />

Generalized<br />

elastic net<br />

Improved<br />

correlationbased<br />

penalty<br />

L 1 -norm<br />

improved<br />

correlationbased<br />

penalty<br />

Approximated<br />

octagon penalty<br />

Table 2: Implemented penalties of class penalty. Whether they consist of getpenmat()<br />

or of first.derivative() and a.coefs() is tagged with an ‘x’.<br />

for some small c > 0, where 1 {βj ≠0} = 1 if β j ≠ 0 and 1 {βj ≠0} = 0 otherwise. Thus we<br />

might use the getpenmat() function.<br />

The source code of the complete implementation of the lasso penalty is given in the<br />

following:<br />

R> lasso

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!