loss_h_gradient {registr} | R Documentation |
Gradient of loss function for registration step
Description
Gradient of loss function for registration step
Usage
loss_h_gradient(
Y,
Theta_h,
mean_coefs,
knots,
beta.inner,
family = "gaussian",
incompleteness = NULL,
lambda_inc = NULL,
t_min,
t_max,
t_min_curve,
t_max_curve,
Kt = 8,
periodic = FALSE,
warping = "nonparametric"
)
Arguments
Y |
vector of observed points. |
Theta_h |
B-spline basis for inverse warping functions. |
mean_coefs |
spline coefficient vector for mean curve. |
knots |
knot locations for B-spline basis used to estimate mean and FPC basis function. |
beta.inner |
spline coefficient vector to be estimated for warping function h. |
family |
One of |
incompleteness |
Optional specification of incompleteness structure.
One of |
lambda_inc |
Penalization parameter to control the amount of
overall dilation of the domain.
The higher this lambda, the more the registered domains are forced to have the
same length as the observed domains.
Only used if |
t_min |
minimum and maximum value to be evaluated on the time domain. |
t_max |
minimum and maximum value to be evaluated on the time domain. |
t_min_curve |
minimum and maximum value of the observed time domain of the (potentially incomplete) curve. |
t_max_curve |
minimum and maximum value of the observed time domain of the (potentially incomplete) curve. |
Kt |
Number of B-spline basis functions used to estimate mean functions. Default is 8. |
periodic |
If |
warping |
If |
Value
A numeric vector of spline coefficients for the gradient of the loss function.
Author(s)
Julia Wrobel julia.wrobel@cuanschutz.edu, Alexander Bauer alexander.bauer@stat.uni-muenchen.de