MECfda0.1.0 package

Scalar-on-Function Regression with Measurement Error Correction

basis2fun

From the summation series of a functional basis to function value

bspline_basis_expansion

B-splines basis expansion for functional variable data

bspline_basis-class

b-spline basis

bspline_series-class

b-splines summation series.

bsplineSeries2fun

Compute the value of the Fourier summation series at certain points.

dim-functional_variable-method

Extract dimensionality of functional data.

extractCoef

Method of class Fourier_series to extract Fourier coefficients

fc.beta

Extract the value of coefficient parameter function

fcQR

Solve quantile regression models with functional covariate(s).

fcRegression

Solve linear models with functional covariate(s)

fourier_basis_expansion

Fourier basis expansion for functional variable data

Fourier_series-class

s4 class of Fourier summation series

FourierSeries2fun

Compute the value of the Fourier summation series

functional_variable-class

Function-valued variable data.

ME.fcLR_IV

Bias correction method of applying linear regression to one functional...

ME.fcQR_CLS

Bias correction method of applying quantile linear regression to datas...

ME.fcQR_IV.SIMEX

Bias correction method of applying quantile linear regression to datas...

ME.fcRegression_MEM

Use UP_MEM or MP_MEM substitution to apply (generalized) linear regres...

pipe

Pipe operator

plot-bspline_series-method

Plot b-splines baisi summation series.

plot-Fourier_series-method

Plot Fourier basis summation series.

predict.fcQR

Predicted values based on fcQR object

predict.fcRegression

Predicted values based on fcRegression object

Solve scalar-on-function linear models, including generalized linear mixed effect model and quantile linear regression model, and bias correction estimation methods due to measurement error. Details about the measurement error bias correction methods, see Luan et al. (2023) <doi:10.48550/arXiv.2305.12624>, Tekwe et al. (2022) <doi:10.1093/biostatistics/kxac017>, Zhang et al. (2023) <doi:10.5705/ss.202021.0246>, Tekwe et al. (2019) <doi:10.1002/sim.8179>.

  • Maintainer: Heyang Ji
  • License: GPL-3
  • Last published: 2024-10-21