Description Usage Arguments Details Value Note Examples
genTS2(model_formula, beta, nu) generates a realization of a time series (FDSLRM) with mean value mean,
variance parameters of white noise and random effects var and design matrix for random effects V.
Normal distribution of white noise and random effects is assumed.
1 |
model_formula |
object of class |
beta |
vector of mean value parameters. |
nu |
vector of variance parameters, the first one is for the white noise and the next are for the random effects. |
n |
length of realization. |
explain the form of FDSLRM time series realization as linear mixed model?
Realization of particular FDSLRM time series.
Ver.: 06-Jan-2019 19:15:30.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 | ## EXAMPLE 1
# realization from general FDSLRM
model_formula <- formula(x ~ cos(2 * pi / 24 * t) + sin(2 * pi / 24 * t) +
cos(2 * pi / 8 * t) + sin(2 * pi / 8 * t) +
cos(2 * pi / 6 * t) + sin(2 * pi / 6 * t))
beta <- c (-3, 8, 7)
nu <- c(3, 2.7, 1.5, 1, 2)
times <- 1:24
n <- length(times)
realization <- genTS2(model_formula, beta, nu, n)
print(realization)
plot(times, realization, xlab = "time", type = "o")
## EXAMPLE 2
# realization from classical linear regression time series model (special case of FDSLRM)
model_formula <- formula(x ~ cos(2 * pi / 24 * t) + sin(2 * pi / 24 * t))
beta <- c (-3, 8, 7)
nu <- 3
times <- 1:24
n <- length(times)
realization <- genTS2(model_formula, beta, nu, n)
print(realization)
plot(times, realization, xlab = "time", type = "o")
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