Problems with Markov Switching Estimation
Posted: Sun May 28, 2017 10:20 am
Hello everyone, I've been trying to estimate a two state markov switching model where only the mean changes, but when I try to estimate my equation I get this error (I'm using Eviews 9):
Dependent Variable: LOGOUTPUTT
Method: Markov Switching Regression (OPG - BHHH / Marquardt steps)
Date: 05/28/17 Time: 14:16
Sample (adjusted): 1980Q2 2010Q4
Included observations: 123 after adjustments
Number of states: 2
Initial probabilities obtained from ergodic solution
Standard errors & covariance computed using observed Hessian
Random search: 25 starting values with 10 iterations using 1 standard
deviation (rng=kn, seed=798239572)
Optimization failed: unable to evaluate objective at optimization starting
values
WARNING: Singular covariance - coefficients are not unique
Variable Coefficient Std. Error z-Statistic Prob.
Regime 1
C 0.008562 NA NA NA
Regime 2
C 0.008562 NA NA NA
Common
AR(1) 0.000000 NA NA NA
AR(2) 0.000000 NA NA NA
AR(5) 0.000000 NA NA NA
AR(6) 0.000000 NA NA NA
AR(7) 0.000000 NA NA NA
AR(8) 0.000000 NA NA NA
LOG(SIGMA) -1.839441 NA NA NA
Transition Matrix Parameters
P11-C 0.000000 NA NA NA
P21-C 0.000000 NA NA NA
Mean dependent var 0.006285 S.D. dependent var 0.025251
Does anyone know how to solve this problem?
Thank you very much for your help
Dependent Variable: LOGOUTPUTT
Method: Markov Switching Regression (OPG - BHHH / Marquardt steps)
Date: 05/28/17 Time: 14:16
Sample (adjusted): 1980Q2 2010Q4
Included observations: 123 after adjustments
Number of states: 2
Initial probabilities obtained from ergodic solution
Standard errors & covariance computed using observed Hessian
Random search: 25 starting values with 10 iterations using 1 standard
deviation (rng=kn, seed=798239572)
Optimization failed: unable to evaluate objective at optimization starting
values
WARNING: Singular covariance - coefficients are not unique
Variable Coefficient Std. Error z-Statistic Prob.
Regime 1
C 0.008562 NA NA NA
Regime 2
C 0.008562 NA NA NA
Common
AR(1) 0.000000 NA NA NA
AR(2) 0.000000 NA NA NA
AR(5) 0.000000 NA NA NA
AR(6) 0.000000 NA NA NA
AR(7) 0.000000 NA NA NA
AR(8) 0.000000 NA NA NA
LOG(SIGMA) -1.839441 NA NA NA
Transition Matrix Parameters
P11-C 0.000000 NA NA NA
P21-C 0.000000 NA NA NA
Mean dependent var 0.006285 S.D. dependent var 0.025251
Does anyone know how to solve this problem?
Thank you very much for your help