GPFDA | R Documentation |
Gaussian Process Regression for Functional Data Analysis
The main functions of the package are:
Gaussian process regression using stationary separable covariance kernels.
Gaussian process regression using nonstationary and/or nonseparable covariance kernels.
Multivariate Gaussian process – regression for multivariate outputs.
Functional regression model given by
y_m(t)=\mu_m(t)+\tau_m(x)+\epsilon_m(t),
where m
is the
m
-th curve or surface; \mu_m
is from functional regression;
and \tau_m
is from Gaussian Process regression with mean 0 covariance
matrix k(\bf \theta)
.
Jian Qing Shi, Yafeng Cheng, Evandro Konzen
Shi, J. Q., and Choi, T. (2011), “Gaussian Process Regression Analysis for Functional Data”, CRC Press.
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