trans(t)=log(t), itrans(y)=exp(y), dtrans(t)=1/t.Y2T(x, ...)## S3 method for class 'NMixPredDensMarg':
Y2T(x, itrans=exp, dtrans=function(x){return(1 / x)}, ...)
## S3 method for class 'NMixPlugDensMarg':
Y2T(x, itrans=exp, dtrans=function(x){return(1 / x)}, ...)
## S3 method for class 'NMixPredCDFMarg':
Y2T(x, itrans=exp, \dots)
## S3 method for class 'NMixPredDensJoint2':
Y2T(x, itrans=exp, dtrans=function(x){return(1 / x)}, ...)
## S3 method for class 'NMixPlugDensJoint2':
Y2T(x, itrans=exp, dtrans=function(x){return(1 / x)}, ...)
## S3 method for class 'NMixPredCondDensMarg':
Y2T(x, itrans=exp, dtrans=function(x){return(1 / x)}, ...)
## S3 method for class 'NMixPlugCondDensMarg':
Y2T(x, itrans=exp, dtrans=function(x){return(1 / x)}, ...)
## S3 method for class 'NMixPredCondCDFMarg':
Y2T(x, itrans=exp, dtrans=function(x){return(1 / x)}, ...)
## S3 method for class 'NMixPredCondDensJoint2':
Y2T(x, itrans=exp, dtrans=function(x){return(1 / x)}, ...)
## S3 method for class 'NMixPlugCondDensJoint2':
Y2T(x, itrans=exp, dtrans=function(x){return(1 / x)}, ...)
function or a list of
objects of class function giving inverse transformations for
each margin. If itrans is a single function then it is
assumed that all margins were transformefunction or a list of
objects of class function giving derivatives of transformations for
each margin. If dtrans is a single function then it is
assumed that all margins were trax.NMixPredDensMarg, NMixPlugDensMarg,
NMixPredCDFMarg,
NMixPredDensJoint2, NMixPlugDensJoint2,
NMixPredCondDensMarg, NMixPlugCondDensMarg,
NMixPredCondCDFMarg,
NMixPredCondDensJoint2, NMixPlugCondDensJoint2.