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# Example script for MS_Regress_Simul and MS_Regress_Fit (3 states, normal distribution)
# The script will first simulate a markov switching process given the input and then fit it using MS_Regress_Fit
library(fMarkovSwitching) # Assuming library is installed
nr=500 # Number of observations in simulated time series
distrib<-"Normal" # Distribution assumption
k<-3 # Number of States
PVec<-rbind(c(.7 ,.05,.15), # Building transition matrix
c(.15,.9 ,.05),
c(.15,.05,.8 ))
P<-matrix(PVec,k,k)
S<-c(1,0,0) # S argument (controls which variables have switching effect)
nS_param<-matrix(c(.5,-.2),2,1) # Setting up the coefficients at non switching parameters
S_param<-matrix(0,sum(S),k)
S_param[,1]= .2 # Setting up the coefficients at switching parameters
S_param[,2]=-.3
S_param[,3]= .3
sigma<-matrix(0,1,k)
sigma[1,1]=.05 # Setting up the standard deviavion of the model at State 1
sigma[1,2]=.01 # Setting up the standard deviavion of the model at State 2
sigma[1,3]=.02 # Setting up the standard deviavion of the model at State 3
Coeff<-list(P=P , # saving all coefficients in Coeff list
S=S ,
nS_param=nS_param ,
S_param=S_param ,
sigma=sigma )
mySimul<-MS_Regress_Simul(nr,Coeff,k,distrib) # simulation function (returns S4 object)
print(mySimul)
plot(mySimul)
dep<-mySimul@dep
indep<-mySimul@indep
myModel<-MS_Regress_Fit(dep,indep,S,k,distrib)
print(myModel)
plot(myModel)
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