IGLS/RIGLS numeric warning message
Posted: Tue Nov 10, 2009 11:46 am
I am currently running a four level model using MLwiN version 2.0 (I've just applied for the latest version) and I get the following error message
IGLS/RIGLS numeric warning
SSP matrix for fixed part has gone neagtive definite - a reconstruction to the nearest non-negative form has been used. Numeric warnings can be suppressed by setting an option on the Estimation Control IGLS/RIGLS panel. A discussion on the possible causes of numeric problems can be fiound under the upic Numeric Problems in the help system.
Continue Estimation? yes/no
I've continuously clicked on yes and at some point I got the same error message for some time and then suddenly it changed the 'fixed part' to the 'random part'. Plus, it would now also give me a numerical error in calculating the likelihhod. However, at the end I obtained some estimates.
I have three questions:
1) what might have caused this problem in my data? I run a similar model specification for another variable and did not have this problem.
2) are the estimates that I obtain at the end reliable?
3) is there anything I can do to correct for this problem.
Thank you in advance for any help and/or comment.
Adriana
IGLS/RIGLS numeric warning
SSP matrix for fixed part has gone neagtive definite - a reconstruction to the nearest non-negative form has been used. Numeric warnings can be suppressed by setting an option on the Estimation Control IGLS/RIGLS panel. A discussion on the possible causes of numeric problems can be fiound under the upic Numeric Problems in the help system.
Continue Estimation? yes/no
I've continuously clicked on yes and at some point I got the same error message for some time and then suddenly it changed the 'fixed part' to the 'random part'. Plus, it would now also give me a numerical error in calculating the likelihhod. However, at the end I obtained some estimates.
I have three questions:
1) what might have caused this problem in my data? I run a similar model specification for another variable and did not have this problem.
2) are the estimates that I obtain at the end reliable?
3) is there anything I can do to correct for this problem.
Thank you in advance for any help and/or comment.
Adriana