sinht-class | R Documentation |
Hyperbolic sin transform class, which represents a transformation defined by the function:
f(parameter,a,b)=sinh(parameter/b)/a
This definition is such that it can function as an inverse of
asinht
using the same definitions of the constants a
and b.
.Data
Object of class "function"
.
a
Object of class "numeric"
– non-zero constant.
b
Object of class "numeric"
– non-zero constant.
parameters
Object of class "transformation"
– flow parameter
to be transformed
transformationId
Object of class "character"
– unique ID to
reference the transformation.
Objects can be created by calls to the
constructor sinht(parameter,a,b,transformationId)
.
Class "singleParameterTransform"
, directly.
Class "transform"
, by class "singleParameterTransform", distance 2.
Class "transformation"
, by class "singleParameterTransform", distance 3.
Class "characterOrTransformation"
, by class "singleParameterTransform", distance 4.
The transformation object can be evaluated using the eval method by passing the data frame as an argument.The transformed parameters are returned as a matrix with a single column.(See example below)
Gopalakrishnan N, F.Hahne
Gating-ML Candidate Recommendation for Gating Description in Flow Cytometry V 1.5
asinht
Other mathematical transform classes:
EHtrans-class
,
asinht-class
,
asinhtGml2-class
,
dg1polynomial-class
,
exponential-class
,
hyperlog-class
,
hyperlogtGml2-class
,
invsplitscale-class
,
lintGml2-class
,
logarithm-class
,
logicletGml2-class
,
logtGml2-class
,
quadratic-class
,
ratio-class
,
ratiotGml2-class
,
splitscale-class
,
squareroot-class
,
unitytransform-class
dat <- read.FCS(system.file("extdata","0877408774.B08", package="flowCore"))
sinh1<-sinht(parameters="FSC-H",a=1,b=2000,transformationId="sinH1")
transOut<-eval(sinh1)(exprs(dat))
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